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38	<title>PALM chapter 4.6</title><meta name="GENERATOR" content="StarOffice 7 (Win32)">
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52	<meta name="AUTHOR" content="Marcus Oliver Letzel">
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94	<meta name="KEYWORDS" content="parallel LES model">
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108	<style>
109	<!--
110	@page { size: 21cm 29.7cm }
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113	<body style="direction: ltr;" lang="en-US">
114
115
116
117
118
119
120
121	<h3>4.6 Listing of the steering parameters in alphabetical order<br>
122
123
124
125
126
127
128
129	</h3>
130
131
132
133
134
135
136
137	<p style="margin-bottom: 0cm;">Initialization parameters
138	(class = I),
139	run parameters (R), package parameters (P) as well as user-defined
140	parameters (U) are alphabetically listed in the following table. <br>
141
142
143
144
145
146
147
148
149	</p>
150
151
152
153
154
155
156
157	<p style="margin-bottom: 0cm;" align="center"><br>
158
159
160
161
162
163
164
165	</p>
166
167
168
169
170
171
172
173	<table style="width: 100%;" border="1" cellpadding="2" cellspacing="4">
174
175
176
177
178
179
180
181	<col width="38"> <col width="12"> <col width="18"> <col width="42"> <col width="146*"> <tbody>
182
183
184
185
186
187
188
189	<tr>
190
191
192
193
194
195
196
197	<td style="vertical-align: middle;" width="15%">
198
199
200
201
202
203
204	<h3><b>Parameter name</b></h3>
205
206
207
208
209
210
211
212	</td>
213
214
215
216
217
218
219
220	<td style="vertical-align: middle;" width="5%">
221
222
223
224
225
226
227	<h3>Class</h3>
228
229
230
231
232
233
234
235	</td>
236
237
238
239
240
241
242
243	<td style="vertical-align: middle;" width="7%">
244
245
246
247
248
249
250	<h3>Type</h3>
251
252
253
254
255
256
257
258	</td>
259
260
261
262
263
264
265
266	<td style="vertical-align: middle;" width="16%">
267
268
269
270
271
272
273	<h3>Default<br>
274
275
276
277
278
279
280
281	value</h3>
282
283
284
285
286
287
288
289	</td>
290
291
292
293
294
295
296
297	<td style="vertical-align: middle;" width="57%">
298
299
300
301
302
303
304	<h3>Explanation</h3>
305
306
307
308
309
310
311
312	</td>
313
314
315
316
317
318
319
320	</tr>
321
322
323
324
325
326
327
328	<tr>
329
330
331
332
333
334
335
336	<td style="vertical-align: middle;" width="15%">
337
338
339
340
341
342
343	<p><a href="chapter_4.1.html#adjust_mixing_length"><b>adjust_mixing_length</b></a></p>
344
345
346
347
348
349
350
351	</td>
352
353
354
355
356
357
358
359	<td style="vertical-align: middle;" width="5%">
360
361
362
363
364
365
366	<p>I</p>
367
368
369
370
371
372
373
374	</td>
375
376
377
378
379
380
381
382	<td style="vertical-align: middle;" width="7%">
383
384
385
386
387
388
389	<p>L</p>
390
391
392
393
394
395
396
397	</td>
398
399
400
401
402
403
404
405	<td style="vertical-align: middle;" width="16%">
406
407
408
409
410
411
412	<p><i>.F.</i></p>
413
414
415
416
417
418
419
420	</td>
421
422
423
424
425
426
427
428	<td style="vertical-align: middle;" width="57%">
429
430
431
432
433
434
435	<p>Near-surface adjustment of the
436	mixing length to the Prandtl-layer law.</p>
437
438
439
440
441
442
443
444	</td>
445
446
447
448
449
450
451
452	</tr>
453
454
455
456
457
458
459
460	<tr>
461
462
463
464
465
466
467
468	<td style="vertical-align: middle;" width="15%">
469
470
471
472
473
474
475	<p><a href="chapter_4.1.html#alpha_surface"><b>alpha_surface</b></a></p>
476
477
478
479
480
481
482
483	</td>
484
485
486
487
488
489
490
491	<td style="vertical-align: middle;" width="5%">
492
493
494
495
496
497
498	<p>I</p>
499
500
501
502
503
504
505
506	</td>
507
508
509
510
511
512
513
514	<td style="vertical-align: middle;" width="7%">
515
516
517
518
519
520
521	<p>R</p>
522
523
524
525
526
527
528
529	</td>
530
531
532
533
534
535
536
537	<td style="vertical-align: middle;" width="16%">
538
539
540
541
542
543
544	<p><i>0.0</i></p>
545
546
547
548
549
550
551
552	</td>
553
554
555
556
557
558
559
560	<td style="vertical-align: middle;" width="57%">
561
562
563
564
565
566
567	<p>Inclination of the model domain
568	with respect to the horizontal (in degrees).</p>
569
570
571
572
573
574
575
576	</td>
577
578
579
580
581
582
583
584	</tr>
585
586
587
588
589
590
591
592	<tr>
593	<td><a href="chapter_4.2.html#averaging_interval"><span style="font-weight: bold;">averaging_interval</span></a></td>
594	<td>R</td>
595	<td>R</td>
596	<td><span style="font-style: italic;">0.0</span></td>
597	<td>Averaging interval for all output of temporally averaged data (in s).</td>
598	</tr>
599	<tr>
600
601
602
603
604
605
606
607	<td style="vertical-align: middle;" width="15%">
608
609
610
611
612
613
614	<p><a href="chapter_4.2.html#averaging_interval_pr"><b>averaging_interval_pr</b></a></p>
615
616
617
618
619
620
621
622	</td>
623
624
625
626
627
628
629
630	<td style="vertical-align: middle;" width="5%">
631
632
633
634
635
636
637	<p>R</p>
638
639
640
641
642
643
644
645	</td>
646
647
648
649
650
651
652
653	<td style="vertical-align: middle;" width="7%">
654
655
656
657
658
659
660	<p>R</p>
661
662
663
664
665
666
667
668	</td>
669
670
671
672
673
674
675
676	<td style="vertical-align: middle;" width="16%"><span style="font-style: italic;">value of <a href="chapter_4.2.html#averaging_interval">averaging_<br>
677
678	interval</a></span></td>
679
680
681
682
683
684
685
686	<td style="width: 57%; text-align: left; vertical-align: middle;"> Averaging interval for vertical profiles output to local
687	file <font color="#000000"><font color="#000000"><a href="chapter_3.4.html#DATA_1D_PR_NETCDF">DATA_1D_PR_NETCDF</a> </font></font>and/or  <a href="chapter_3.4.html#PLOT1D_DATA">PLOT1D_DATA</a>
688	(in s). </td>
689
690
691
692
693
694
695
696	</tr>
697
698
699
700
701
702
703
704
705
706
707
708
709
710
711	<tr>
712
713
714
715
716
717
718
719	<td style="vertical-align: middle;" width="15%">
720
721
722
723
724
725
726	<p><a href="chapter_4.2.html#averaging_interval_sp"><b>averaging_interval_sp</b></a></p>
727
728
729
730
731
732
733
734	</td>
735
736
737
738
739
740
741
742	<td style="vertical-align: middle;" width="5%">
743
744
745
746
747
748
749	<p>P</p>
750
751
752
753
754
755
756
757	</td>
758
759
760
761
762
763
764
765	<td style="vertical-align: middle;" width="7%">
766
767
768
769
770
771
772	<p>R</p>
773
774
775
776
777
778
779
780	</td>
781
782
783
784
785
786
787
788	<td style="vertical-align: middle;" width="16%"><span style="font-style: italic;">value of <a href="chapter_4.2.html#averaging_interval">averaging_<br>
789
790	interval</a></span></td>
791
792
793
794
795
796
797
798	<td style="vertical-align: middle;" width="57%">Averaging interval for spectra output to local
799	file <font color="#000000"><font color="#000000"><a href="chapter_3.4.html#DATA_1D_SP_NETCDF">DATA_1D_SP_NETCDF</a> </font></font>and/or  <a href="chapter_3.4.html#PLOTSP_X_DATA">PLOTSP_X_DATA</a>
800	/    <a href="chapter_3.4.html#PLOTSP_Y_DATA">PLOTSP_Y_DATA</a> (in s). </td>
801
802
803
804
805
806
807
808	</tr>
809
810
811
812
813
814
815
816	<tr>
817
818
819
820
821
822
823
824	<td style="vertical-align: middle;" width="15%">
825
826
827
828
829
830
831	<p><a href="chapter_4.1.html#bc_e_b"><b>bc_e_b</b></a></p>
832
833
834
835
836
837
838
839	</td>
840
841
842
843
844
845
846
847	<td style="vertical-align: middle;" width="5%">
848
849
850
851
852
853
854	<p>I</p>
855
856
857
858
859
860
861
862	</td>
863
864
865
866
867
868
869
870	<td style="vertical-align: middle;" width="7%">
871
872
873
874
875
876
877	<p>C * 20</p>
878
879
880
881
882
883
884
885	</td>
886
887
888
889
890
891
892
893	<td style="vertical-align: middle;" width="16%">
894
895
896
897
898
899
900	<p><i>'neumann'</i></p>
901
902
903
904
905
906
907
908	</td>
909
910
911
912
913
914
915
916	<td style="vertical-align: middle;" width="57%">
917
918
919
920
921
922
923	<p>Bottom boundary condition of the
924	TKE. <br>
925
926
927
928
929
930
931
932	</p>
933
934
935
936
937
938
939
940	</td>
941
942
943
944
945
946
947
948	</tr>
949
950
951
952
953
954
955
956	<tr>
957
958
959
960
961
962
963
964	<td style="vertical-align: middle;"><b><a href="chapter_4.1.html#bc_lr"><b>bc_lr</b></a></b></td>
965
966
967
968
969
970
971
972	<td style="vertical-align: middle;">I<br>
973
974
975
976
977
978
979
980	</td>
981
982
983
984
985
986
987
988	<td style="vertical-align: middle;">C * 20<br>
989
990
991
992
993
994
995
996	</td>
997
998
999
1000
1001
1002
1003
1004	<td style="vertical-align: middle;"><span style="font-style: italic;">´cyclic´</span><br>
1005
1006
1007
1008
1009
1010
1011
1012	</td>
1013
1014
1015
1016
1017
1018
1019
1020	<td style="vertical-align: middle;">Boundary
1021	condition along x (for all quantities).</td>
1022
1023
1024
1025
1026
1027
1028
1029	</tr>
1030
1031
1032
1033
1034
1035
1036
1037	<tr>
1038
1039
1040
1041
1042
1043
1044
1045	<td style="vertical-align: middle;"><b><b><a href="chapter_4.1.html#bc_ns"><b>bc_ns</b></a></b></b></td>
1046
1047
1048
1049
1050
1051
1052
1053	<td style="vertical-align: middle;">I<br>
1054
1055
1056
1057
1058
1059
1060
1061	</td>
1062
1063
1064
1065
1066
1067
1068
1069	<td style="vertical-align: middle;">C * 20</td>
1070
1071
1072
1073
1074
1075
1076
1077	<td style="vertical-align: middle;"><span style="font-style: italic;">'cyclic'</span></td>
1078
1079
1080
1081
1082
1083
1084
1085	<td style="vertical-align: middle;">Boundary
1086	condition along y (for all quantities).</td>
1087
1088
1089
1090
1091
1092
1093
1094	</tr>
1095
1096
1097
1098
1099
1100
1101
1102	<tr>
1103
1104
1105
1106
1107
1108
1109
1110	<td style="vertical-align: middle;" width="15%">
1111
1112
1113
1114
1115
1116
1117	<p><a href="chapter_4.1.html#bc_p_b"><b>bc_p_b</b></a></p>
1118
1119
1120
1121
1122
1123
1124
1125	</td>
1126
1127
1128
1129
1130
1131
1132
1133	<td style="vertical-align: middle;" width="5%">
1134
1135
1136
1137
1138
1139
1140	<p>I</p>
1141
1142
1143
1144
1145
1146
1147
1148	</td>
1149
1150
1151
1152
1153
1154
1155
1156	<td style="vertical-align: middle;" width="7%">
1157
1158
1159
1160
1161
1162
1163	<p>C * 20</p>
1164
1165
1166
1167
1168
1169
1170
1171	</td>
1172
1173
1174
1175
1176
1177
1178
1179	<td style="vertical-align: middle;" width="16%">
1180
1181
1182
1183
1184
1185
1186	<p><i>'neumann'</i></p>
1187
1188
1189
1190
1191
1192
1193
1194	</td>
1195
1196
1197
1198
1199
1200
1201
1202	<td style="vertical-align: middle;" width="57%">
1203
1204
1205
1206
1207
1208
1209	<p>Bottom boundary condition of the
1210	perturbation pressure. <br>
1211
1212
1213
1214
1215
1216
1217
1218	</p>
1219
1220
1221
1222
1223
1224
1225
1226	</td>
1227
1228
1229
1230
1231
1232
1233
1234	</tr>
1235
1236
1237
1238
1239
1240
1241
1242	<tr>
1243
1244
1245
1246
1247
1248
1249
1250	<td style="vertical-align: middle;" width="15%">
1251
1252
1253
1254
1255
1256
1257	<p><a href="chapter_4.1.html#bc_p_t"><b>bc_p_t</b></a></p>
1258
1259
1260
1261
1262
1263
1264
1265	</td>
1266
1267
1268
1269
1270
1271
1272
1273	<td style="vertical-align: middle;" width="5%">
1274
1275
1276
1277
1278
1279
1280	<p>I</p>
1281
1282
1283
1284
1285
1286
1287
1288	</td>
1289
1290
1291
1292
1293
1294
1295
1296	<td style="vertical-align: middle;" width="7%">
1297
1298
1299
1300
1301
1302
1303	<p>C * 20</p>
1304
1305
1306
1307
1308
1309
1310
1311	</td>
1312
1313
1314
1315
1316
1317
1318
1319	<td style="vertical-align: middle;" width="16%">
1320
1321
1322
1323
1324
1325
1326	<p><i>'dirichlet'</i></p>
1327
1328
1329
1330
1331
1332
1333
1334	</td>
1335
1336
1337
1338
1339
1340
1341
1342	<td style="vertical-align: middle;" width="57%">
1343
1344
1345
1346
1347
1348
1349	<p>Top boundary condition of the
1350	perturbation pressure. <br>
1351
1352
1353
1354
1355
1356
1357
1358	</p>
1359
1360
1361
1362
1363
1364
1365
1366	</td>
1367
1368
1369
1370
1371
1372
1373
1374	</tr>
1375
1376
1377
1378
1379
1380
1381
1382	<tr>
1383
1384
1385
1386
1387
1388
1389
1390	<td style="vertical-align: middle;"><b><a href="chapter_4.2.html#bc_par_b"><b>bc_par_b</b></a></b></td>
1391
1392
1393
1394
1395
1396
1397
1398	<td style="vertical-align: middle;">P<br>
1399
1400
1401
1402
1403
1404
1405
1406	</td>
1407
1408
1409
1410
1411
1412
1413
1414	<td style="vertical-align: middle;">C*15</td>
1415
1416
1417
1418
1419
1420
1421
1422	<td style="vertical-align: middle;"><i>´reflect´</i></td>
1423
1424
1425
1426
1427
1428
1429
1430	<td style="vertical-align: middle;">
1431
1432
1433
1434
1435
1436
1437	<p>Bottom boundary condition for particle transport. </p>
1438
1439
1440
1441
1442
1443
1444
1445	</td>
1446
1447
1448
1449
1450
1451
1452
1453	</tr>
1454
1455
1456
1457
1458
1459
1460
1461	<tr>
1462
1463
1464
1465
1466
1467
1468
1469	<td style="vertical-align: middle;"><b><a href="chapter_4.2.html#bc_par_lr"><b>bc_par_lr</b></a></b></td>
1470
1471
1472
1473
1474
1475
1476
1477	<td style="vertical-align: middle;">P<br>
1478
1479
1480
1481
1482
1483
1484
1485	</td>
1486
1487
1488
1489
1490
1491
1492
1493	<td style="vertical-align: middle;">C*15</td>
1494
1495
1496
1497
1498
1499
1500
1501	<td style="vertical-align: middle;"><i>´cyclic´</i></td>
1502
1503
1504
1505
1506
1507
1508
1509	<td style="vertical-align: middle;">Lateral boundary
1510	condition
1511	(x-direction) for particle
1512	transport.</td>
1513
1514
1515
1516
1517
1518
1519
1520	</tr>
1521
1522
1523
1524
1525
1526
1527
1528	<tr>
1529
1530
1531
1532
1533
1534
1535
1536	<td style="vertical-align: middle;"><b><a href="chapter_4.2.html#bc_par_ns"><b>bc_par_ns</b></a></b></td>
1537
1538
1539
1540
1541
1542
1543
1544	<td style="vertical-align: middle;">P<br>
1545
1546
1547
1548
1549
1550
1551
1552	</td>
1553
1554
1555
1556
1557
1558
1559
1560	<td style="vertical-align: middle;">C*15</td>
1561
1562
1563
1564
1565
1566
1567
1568	<td style="vertical-align: middle;"><i>´cyclic´</i></td>
1569
1570
1571
1572
1573
1574
1575
1576	<td style="vertical-align: middle;">Lateral boundary
1577	condition
1578	(y-direction) for particle
1579	transport.</td>
1580
1581
1582
1583
1584
1585
1586
1587	</tr>
1588
1589
1590
1591
1592
1593
1594
1595	<tr>
1596
1597
1598
1599
1600
1601
1602
1603	<td style="vertical-align: middle;"><b><a href="chapter_4.2.html#bc_par_t"><b>bc_par_t</b></a></b></td>
1604
1605
1606
1607
1608
1609
1610
1611	<td style="vertical-align: middle;">P<br>
1612
1613
1614
1615
1616
1617
1618
1619	</td>
1620
1621
1622
1623
1624
1625
1626
1627	<td style="vertical-align: middle;">C*15</td>
1628
1629
1630
1631
1632
1633
1634
1635	<td style="vertical-align: middle;"><i>´absorb´</i></td>
1636
1637
1638
1639
1640
1641
1642
1643	<td style="vertical-align: middle;">Top boundary
1644	condition for
1645	particle transport.</td>
1646
1647
1648
1649
1650
1651
1652
1653	</tr>
1654
1655
1656
1657
1658
1659
1660
1661	<tr>
1662
1663
1664
1665
1666
1667
1668
1669	<td style="vertical-align: middle;" width="15%">
1670
1671
1672
1673
1674
1675
1676	<p><a href="chapter_4.1.html#bc_pt_b"><b>bc_pt_b</b></a></p>
1677
1678
1679
1680
1681
1682
1683
1684	</td>
1685
1686
1687
1688
1689
1690
1691
1692	<td style="vertical-align: middle;" width="5%">
1693
1694
1695
1696
1697
1698
1699	<p>I</p>
1700
1701
1702
1703
1704
1705
1706
1707	</td>
1708
1709
1710
1711
1712
1713
1714
1715	<td style="vertical-align: middle;" width="7%">
1716
1717
1718
1719
1720
1721
1722	<p>C * 20</p>
1723
1724
1725
1726
1727
1728
1729
1730	</td>
1731
1732
1733
1734
1735
1736
1737
1738	<td style="vertical-align: middle;" width="16%">
1739
1740
1741
1742
1743
1744
1745	<p><i>'dirichlet'</i></p>
1746
1747
1748
1749
1750
1751
1752
1753	</td>
1754
1755
1756
1757
1758
1759
1760
1761	<td style="vertical-align: middle;" width="57%">
1762
1763
1764
1765
1766
1767
1768	<p>Bottom boundary condition of the
1769	potential temperature. <br>
1770
1771
1772
1773
1774
1775
1776
1777	</p>
1778
1779
1780
1781
1782
1783
1784
1785	</td>
1786
1787
1788
1789
1790
1791
1792
1793	</tr>
1794
1795
1796
1797
1798
1799
1800
1801	<tr>
1802
1803
1804
1805
1806
1807
1808
1809	<td style="vertical-align: middle;" width="15%">
1810
1811
1812
1813
1814
1815
1816	<p><a href="chapter_4.1.html#pc_pt_t"><b>bc_pt_t</b></a></p>
1817
1818
1819
1820
1821
1822
1823
1824	</td>
1825
1826
1827
1828
1829
1830
1831
1832	<td style="vertical-align: middle;" width="5%">
1833
1834
1835
1836
1837
1838
1839	<p>I</p>
1840
1841
1842
1843
1844
1845
1846
1847	</td>
1848
1849
1850
1851
1852
1853
1854
1855	<td style="vertical-align: middle;" width="7%">
1856
1857
1858
1859
1860
1861
1862	<p>C * 20</p>
1863
1864
1865
1866
1867
1868
1869
1870	</td>
1871
1872
1873
1874
1875
1876
1877
1878	<td style="vertical-align: middle;" width="16%">
1879
1880
1881
1882
1883
1884
1885	<p><i>'neumann'</i></p>
1886
1887
1888
1889
1890
1891
1892
1893	</td>
1894
1895
1896
1897
1898
1899
1900
1901	<td style="vertical-align: middle;" width="57%">
1902
1903
1904
1905
1906
1907
1908	<p>Top boundary condition of the
1909	potential temperature. <br>
1910
1911
1912
1913
1914
1915
1916
1917	</p>
1918
1919
1920
1921
1922
1923
1924
1925	</td>
1926
1927
1928
1929
1930
1931
1932
1933	</tr>
1934
1935
1936
1937
1938
1939
1940
1941	<tr>
1942
1943
1944
1945
1946
1947
1948
1949	<td style="vertical-align: middle;" width="15%">
1950
1951
1952
1953
1954
1955
1956	<p><a href="chapter_4.1.html#bc_q_b"><b>bc_q_b</b></a></p>
1957
1958
1959
1960
1961
1962
1963
1964	</td>
1965
1966
1967
1968
1969
1970
1971
1972	<td style="vertical-align: middle;" width="5%">
1973
1974
1975
1976
1977
1978
1979	<p>I</p>
1980
1981
1982
1983
1984
1985
1986
1987	</td>
1988
1989
1990
1991
1992
1993
1994
1995	<td style="vertical-align: middle;" width="7%">
1996
1997
1998
1999
2000
2001
2002	<p>C * 20</p>
2003
2004
2005
2006
2007
2008
2009
2010	</td>
2011
2012
2013
2014
2015
2016
2017
2018	<td style="vertical-align: middle;" width="16%">
2019
2020
2021
2022
2023
2024
2025	<p><i>'dirichlet'</i></p>
2026
2027
2028
2029
2030
2031
2032
2033	</td>
2034
2035
2036
2037
2038
2039
2040
2041	<td style="vertical-align: middle;" width="57%">
2042
2043
2044
2045
2046
2047
2048	<p>Bottom boundary condition of the
2049	specific humidity / total water content. <br>
2050
2051
2052
2053
2054
2055
2056
2057	</p>
2058
2059
2060
2061
2062
2063
2064
2065	</td>
2066
2067
2068
2069
2070
2071
2072
2073	</tr>
2074
2075
2076
2077
2078
2079
2080
2081	<tr>
2082
2083
2084
2085
2086
2087
2088
2089	<td style="vertical-align: middle;" width="15%">
2090
2091
2092
2093
2094
2095
2096	<p><a href="chapter_4.1.html#bc_q_t"><b>bc_q_t</b></a></p>
2097
2098
2099
2100
2101
2102
2103
2104	</td>
2105
2106
2107
2108
2109
2110
2111
2112	<td style="vertical-align: middle;" width="5%">
2113
2114
2115
2116
2117
2118
2119	<p>I</p>
2120
2121
2122
2123
2124
2125
2126
2127	</td>
2128
2129
2130
2131
2132
2133
2134
2135	<td style="vertical-align: middle;" width="7%">
2136
2137
2138
2139
2140
2141
2142	<p>C * 20</p>
2143
2144
2145
2146
2147
2148
2149
2150	</td>
2151
2152
2153
2154
2155
2156
2157
2158	<td style="vertical-align: middle;" width="16%">
2159
2160
2161
2162
2163
2164
2165	<p><i>'neumann'</i></p>
2166
2167
2168
2169
2170
2171
2172
2173	</td>
2174
2175
2176
2177
2178
2179
2180
2181	<td style="vertical-align: middle;" width="57%">
2182
2183
2184
2185
2186
2187
2188	<p>Top boundary condition of the
2189	specific humidity / total water content. <br>
2190
2191
2192
2193
2194
2195
2196
2197	</p>
2198
2199
2200
2201
2202
2203
2204
2205	</td>
2206
2207
2208
2209
2210
2211
2212
2213	</tr>
2214
2215
2216
2217
2218
2219
2220
2221	<tr valign="top">
2222
2223
2224
2225
2226
2227
2228
2229	<td style="vertical-align: middle;" width="15%">
2230
2231
2232
2233
2234
2235
2236	<p><a href="chapter_4.1.html#bc_s_b"><b>bc_s_b</b></a></p>
2237
2238
2239
2240
2241
2242
2243
2244	</td>
2245
2246
2247
2248
2249
2250
2251
2252	<td style="vertical-align: middle;" width="5%">
2253
2254
2255
2256
2257
2258
2259	<p>I</p>
2260
2261
2262
2263
2264
2265
2266
2267	</td>
2268
2269
2270
2271
2272
2273
2274
2275	<td style="vertical-align: middle;" width="7%">
2276
2277
2278
2279
2280
2281
2282	<p>C * 20</p>
2283
2284
2285
2286
2287
2288
2289
2290	</td>
2291
2292
2293
2294
2295
2296
2297
2298	<td style="vertical-align: middle;" width="16%">
2299
2300
2301
2302
2303
2304
2305	<p><i>'dirichlet'</i></p>
2306
2307
2308
2309
2310
2311
2312
2313	</td>
2314
2315
2316
2317
2318
2319
2320
2321	<td style="vertical-align: middle;" width="57%">
2322
2323
2324
2325
2326
2327
2328	<p>Bottom boundary condition of the
2329	scalar concentration. <br>
2330
2331
2332
2333
2334
2335
2336
2337	</p>
2338
2339
2340
2341
2342
2343
2344
2345	</td>
2346
2347
2348
2349
2350
2351
2352
2353	</tr>
2354
2355
2356
2357
2358
2359
2360
2361	<tr valign="top">
2362
2363
2364
2365
2366
2367
2368
2369	<td style="vertical-align: middle;" width="15%">
2370
2371
2372
2373
2374
2375
2376	<p><a href="chapter_4.1.html#bc_s_t"><b>bc_s_t</b></a></p>
2377
2378
2379
2380
2381
2382
2383
2384	</td>
2385
2386
2387
2388
2389
2390
2391
2392	<td style="vertical-align: middle;" width="5%">
2393
2394
2395
2396
2397
2398
2399	<p>I</p>
2400
2401
2402
2403
2404
2405
2406
2407	</td>
2408
2409
2410
2411
2412
2413
2414
2415	<td style="vertical-align: middle;" width="7%">
2416
2417
2418
2419
2420
2421
2422	<p>C * 20</p>
2423
2424
2425
2426
2427
2428
2429
2430	</td>
2431
2432
2433
2434
2435
2436
2437
2438	<td style="vertical-align: middle;" width="16%">
2439
2440
2441
2442
2443
2444
2445	<p><i>´neumann´</i></p>
2446
2447
2448
2449
2450
2451
2452
2453	</td>
2454
2455
2456
2457
2458
2459
2460
2461	<td style="vertical-align: middle;" width="57%">
2462
2463
2464
2465
2466
2467
2468	<p>Top boundary condition of the
2469	scalar concentration. <br>
2470
2471
2472
2473
2474
2475
2476
2477	</p>
2478
2479
2480
2481
2482
2483
2484
2485	</td>
2486
2487
2488
2489
2490
2491
2492
2493	</tr>
2494
2495
2496
2497
2498
2499
2500
2501	<tr>
2502
2503
2504
2505
2506
2507
2508
2509	<td style="vertical-align: middle;" width="15%">
2510
2511
2512
2513
2514
2515
2516	<p><a href="chapter_4.1.html#bc_uv_b"><b>bc_uv_b</b></a></p>
2517
2518
2519
2520
2521
2522
2523
2524	</td>
2525
2526
2527
2528
2529
2530
2531
2532	<td style="vertical-align: middle;" width="5%">
2533
2534
2535
2536
2537
2538
2539	<p>I</p>
2540
2541
2542
2543
2544
2545
2546
2547	</td>
2548
2549
2550
2551
2552
2553
2554
2555	<td style="vertical-align: middle;" width="7%">
2556
2557
2558
2559
2560
2561
2562	<p>C * 20</p>
2563
2564
2565
2566
2567
2568
2569
2570	</td>
2571
2572
2573
2574
2575
2576
2577
2578	<td style="vertical-align: middle;" width="16%">
2579
2580
2581
2582
2583
2584
2585	<p><i>'dirichlet'</i></p>
2586
2587
2588
2589
2590
2591
2592
2593	</td>
2594
2595
2596
2597
2598
2599
2600
2601	<td style="vertical-align: middle;" width="57%">
2602
2603
2604
2605
2606
2607
2608	<p>Bottom boundary condition of the horizontal wind
2609	components u
2610	and v.</p>
2611
2612
2613
2614
2615
2616
2617
2618	</td>
2619
2620
2621
2622
2623
2624
2625
2626	</tr>
2627
2628
2629
2630
2631
2632
2633
2634	<tr>
2635
2636
2637
2638
2639
2640
2641
2642	<td style="vertical-align: middle;" width="15%">
2643
2644
2645
2646
2647
2648
2649	<p><a href="chapter_4.1.html#bc_uv_t"><b>bc_uv_t</b></a></p>
2650
2651
2652
2653
2654
2655
2656
2657	</td>
2658
2659
2660
2661
2662
2663
2664
2665	<td style="vertical-align: middle;" width="5%">
2666
2667
2668
2669
2670
2671
2672	<p>I</p>
2673
2674
2675
2676
2677
2678
2679
2680	</td>
2681
2682
2683
2684
2685
2686
2687
2688	<td style="vertical-align: middle;" width="7%">
2689
2690
2691
2692
2693
2694
2695	<p>C * 20</p>
2696
2697
2698
2699
2700
2701
2702
2703	</td>
2704
2705
2706
2707
2708
2709
2710
2711	<td style="vertical-align: middle;" width="16%">
2712
2713
2714
2715
2716
2717
2718	<p><i>'dirichlet'</i></p>
2719
2720
2721
2722
2723
2724
2725
2726	</td>
2727
2728
2729
2730
2731
2732
2733
2734	<td style="vertical-align: middle;" width="57%">
2735
2736
2737
2738
2739
2740
2741	<p>Top boundary condition of the
2742	horizontal velocity components u and v.</p>
2743
2744
2745
2746
2747
2748
2749
2750	</td>
2751
2752
2753
2754
2755
2756
2757
2758	</tr>
2759
2760
2761
2762
2763
2764
2765
2766	<tr>
2767
2768
2769
2770
2771
2772	<td style="font-weight: bold;"><a href="chapter_4.1.html#building_height">building_height</a></td>
2773
2774
2775
2776
2777
2778	<td>I</td>
2779
2780
2781
2782
2783
2784	<td>R</td>
2785
2786
2787
2788
2789
2790	<td style="font-style: italic;">50.0</td>
2791
2792
2793
2794
2795
2796	<td>Height of a single building in m.</td>
2797
2798
2799
2800
2801
2802	</tr>
2803
2804
2805
2806
2807
2808	<tr>
2809
2810
2811
2812
2813
2814	<td style="font-weight: bold;"><a href="chapter_4.1.html#building_length_x">building_length_x</a></td>
2815
2816
2817
2818
2819
2820	<td>I</td>
2821
2822
2823
2824
2825
2826	<td>R</td>
2827
2828
2829
2830
2831
2832	<td style="font-style: italic;">50.0</td>
2833
2834
2835
2836
2837
2838	<td>Width of a single building in m.</td>
2839
2840
2841
2842
2843
2844	</tr>
2845
2846
2847
2848
2849
2850	<tr>
2851
2852
2853
2854
2855
2856	<td style="font-weight: bold;"><a href="chapter_4.1.html#building_length_y">building_length_y</a></td>
2857
2858
2859
2860
2861
2862	<td>I</td>
2863
2864
2865
2866
2867
2868	<td>R</td>
2869
2870
2871
2872
2873
2874	<td style="font-style: italic;">50.0</td>
2875
2876
2877
2878
2879
2880	<td>Depth of a single building in m.</td>
2881
2882
2883
2884
2885
2886	</tr>
2887
2888
2889
2890
2891
2892	<tr>
2893
2894
2895
2896
2897
2898	<td style="font-weight: bold; vertical-align: middle;"><a href="chapter_4.1.html#building_wall_left">building_wall_left</a></td>
2899
2900
2901
2902
2903
2904	<td style="vertical-align: middle;">I</td>
2905
2906
2907
2908
2909
2910	<td style="vertical-align: middle;">R</td>
2911
2912
2913
2914
2915
2916	<td style="font-style: italic;"><span style="font-style: italic;">building centered in x-direction</span></td>
2917
2918
2919
2920
2921
2922	<td style="vertical-align: middle;">x-coordinate of the left building wall in m.</td>
2923
2924
2925
2926
2927
2928	</tr>
2929
2930
2931
2932
2933
2934	<tr>
2935
2936
2937
2938
2939
2940	<td style="font-weight: bold; vertical-align: middle;"><a href="chapter_4.1.html#building_wall_south">building_wall_south</a></td>
2941
2942
2943
2944
2945
2946	<td style="vertical-align: middle;">I</td>
2947
2948
2949
2950
2951
2952	<td style="vertical-align: middle;">R</td>
2953
2954
2955
2956
2957
2958	<td style="font-style: italic;"><span style="font-style: italic;">building centered in y-direction</span></td>
2959
2960
2961
2962
2963
2964	<td style="vertical-align: middle;">y-coordinate of the South building wall in m.</td>
2965
2966
2967
2968
2969
2970	</tr>
2971
2972
2973
2974
2975
2976	<tr>
2977
2978
2979
2980
2981
2982
2983
2984	<td style="vertical-align: middle;"><b><a href="chapter_4.2.html#call_psolver_at_all_substeps"><b>call_psolver_at_all_substeps</b></a></b></td>
2985
2986
2987
2988
2989
2990
2991
2992	<td style="vertical-align: middle;">R<br>
2993
2994
2995
2996
2997
2998
2999
3000	</td>
3001
3002
3003
3004
3005
3006
3007
3008	<td style="vertical-align: middle;">L<br>
3009
3010
3011
3012
3013
3014
3015
3016	</td>
3017
3018
3019
3020
3021
3022
3023
3024	<td style="vertical-align: middle;"><span style="font-style: italic;">.T..</span><br>
3025
3026
3027
3028
3029
3030
3031
3032	</td>
3033
3034
3035
3036
3037
3038
3039
3040	<td style="vertical-align: middle;">Switch
3041	to steer the call of the pressure solver.</td>
3042
3043
3044
3045
3046
3047
3048
3049	</tr>
3050
3051
3052
3053
3054
3055
3056
3057	<tr>
3058	<td><b><a href="chapter_4.2.html#fcl_factor"><b>cfl_factor</b></a></b></td>
3059	<td>R</td>
3060	<td>R</td>
3061	<td><i>0.1, 0.8 or 0.9 </i>(see parameter description)</td>
3062	<td>Time step limiting factor.</td>
3063	</tr>
3064	<tr>
3065
3066
3067
3068
3069
3070
3071
3072	<td style="vertical-align: top;"><a href="chapter_4.1.html#cloud_droplets"><span style="font-weight: bold;">cloud_droplets</span></a><br>
3073
3074
3075
3076
3077
3078
3079
3080	</td>
3081
3082
3083
3084
3085
3086
3087
3088	<td style="vertical-align: top;">I<br>
3089
3090
3091
3092
3093
3094
3095
3096	</td>
3097
3098
3099
3100
3101
3102
3103
3104	<td style="vertical-align: top;">L<br>
3105
3106
3107
3108
3109
3110
3111
3112	</td>
3113
3114
3115
3116
3117
3118
3119
3120	<td style="vertical-align: top;"><span style="font-style: italic;">.F.</span><br>
3121
3122
3123
3124
3125
3126
3127
3128	</td>
3129
3130
3131
3132
3133
3134
3135
3136	<td style="vertical-align: top;">Parameter to switch
3137	on usage of cloud droplets.</td>
3138
3139
3140
3141
3142
3143
3144
3145	</tr>
3146
3147
3148
3149
3150
3151
3152
3153	<tr>
3154
3155
3156
3157
3158
3159
3160
3161	<td style="vertical-align: middle;" width="15%">
3162
3163
3164
3165
3166
3167
3168	<p><a href="chapter_4.1.html#cloud_physics"><b>cloud_physics</b></a></p>
3169
3170
3171
3172
3173
3174
3175
3176	</td>
3177
3178
3179
3180
3181
3182
3183
3184	<td style="vertical-align: middle;" width="5%">
3185
3186
3187
3188
3189
3190
3191	<p>I</p>
3192
3193
3194
3195
3196
3197
3198
3199	</td>
3200
3201
3202
3203
3204
3205
3206
3207	<td style="vertical-align: middle;" width="7%">
3208
3209
3210
3211
3212
3213
3214	<p>L</p>
3215
3216
3217
3218
3219
3220
3221
3222	</td>
3223
3224
3225
3226
3227
3228
3229
3230	<td style="vertical-align: middle;" width="16%">
3231
3232
3233
3234
3235
3236
3237	<p><i>.F.</i></p>
3238
3239
3240
3241
3242
3243
3244
3245	</td>
3246
3247
3248
3249
3250
3251
3252
3253	<td style="vertical-align: middle;" width="57%">
3254
3255
3256
3257
3258
3259
3260	<p>Parameter to switch on the condensation scheme. <br>
3261
3262
3263
3264
3265
3266
3267
3268	</p>
3269
3270
3271
3272
3273
3274
3275
3276	</td>
3277
3278
3279
3280
3281
3282
3283
3284	</tr>
3285
3286
3287
3288
3289
3290
3291
3292	<tr>
3293
3294
3295
3296
3297
3298
3299
3300	<td style="vertical-align: middle;" width="15%">
3301
3302
3303
3304
3305
3306
3307	<p><a href="chapter_4.2.html#comp_spectra_level"><b>comp_spectra_level</b></a></p>
3308
3309
3310
3311
3312
3313
3314
3315	</td>
3316
3317
3318
3319
3320
3321
3322
3323	<td style="vertical-align: middle;" width="5%">
3324
3325
3326
3327
3328
3329
3330	<p>P</p>
3331
3332
3333
3334
3335
3336
3337
3338	</td>
3339
3340
3341
3342
3343
3344
3345
3346	<td style="vertical-align: middle;" width="7%">
3347
3348
3349
3350
3351
3352
3353	<p>I (10)</p>
3354
3355
3356
3357
3358
3359
3360
3361	</td>
3362
3363
3364
3365
3366
3367
3368
3369	<td style="vertical-align: middle;" width="16%">
3370
3371
3372
3373
3374
3375
3376	<p><i>no level</i></p>
3377
3378
3379
3380
3381
3382
3383
3384	</td>
3385
3386
3387
3388
3389
3390
3391
3392	<td style="vertical-align: middle;" width="57%">
3393
3394
3395
3396
3397
3398
3399	<p>Vertical level for which horizontal spectra are to be
3400	calculated and output (gridpoints).</p>
3401
3402
3403
3404
3405
3406
3407
3408	</td>
3409
3410
3411
3412
3413
3414
3415
3416	</tr>
3417
3418
3419
3420
3421
3422
3423
3424	<tr>
3425
3426
3427
3428
3429	<td><a href="chapter_4.1.html#conserve_volume_flow"><span style="font-weight: bold;">conserve_volume_flow</span></a></td>
3430
3431
3432
3433
3434	<td>I</td>
3435
3436
3437
3438
3439	<td>L</td>
3440
3441
3442
3443
3444	<td><span style="font-style: italic;">.F.</span></td>
3445
3446
3447
3448
3449	<td>Conservation of volume flow in x- and y-direction.</td>
3450
3451
3452
3453
3454	</tr>
3455
3456
3457
3458
3459	<tr>
3460
3461
3462
3463
3464
3465
3466
3467	<td style="vertical-align: middle;" width="15%">
3468
3469
3470
3471
3472
3473
3474	<p><a href="chapter_4.2.html#create_disturbances"><b>create_disturbances</b></a></p>
3475
3476
3477
3478
3479
3480
3481
3482	</td>
3483
3484
3485
3486
3487
3488
3489
3490	<td style="vertical-align: middle;" width="5%">
3491
3492
3493
3494
3495
3496
3497	<p>R</p>
3498
3499
3500
3501
3502
3503
3504
3505	</td>
3506
3507
3508
3509
3510
3511
3512
3513	<td style="vertical-align: middle;" width="7%">
3514
3515
3516
3517
3518
3519
3520	<p>L</p>
3521
3522
3523
3524
3525
3526
3527
3528	</td>
3529
3530
3531
3532
3533
3534
3535
3536	<td style="vertical-align: middle;" width="16%">
3537
3538
3539
3540
3541
3542
3543	<p><i>.T.</i></p>
3544
3545
3546
3547
3548
3549
3550
3551	</td>
3552
3553
3554
3555
3556
3557
3558
3559	<td style="vertical-align: middle;" width="57%">
3560
3561
3562
3563
3564
3565
3566	<p>Switch to impose random perturbations to the horizontal
3567	velocity field. <br>
3568
3569
3570
3571
3572
3573
3574
3575	</p>
3576
3577
3578
3579
3580
3581
3582
3583	</td>
3584
3585
3586
3587
3588
3589
3590
3591	</tr>
3592
3593
3594
3595
3596
3597
3598
3599	<tr>
3600
3601
3602
3603
3604
3605
3606
3607	<td style="vertical-align: middle;" width="15%">
3608
3609
3610
3611
3612
3613
3614	<p><a href="chapter_4.2.html#cross_normalized_x"><b>cross_normalized_x</b></a></p>
3615
3616
3617
3618
3619
3620
3621
3622	</td>
3623
3624
3625
3626
3627
3628
3629
3630	<td style="vertical-align: middle;" width="5%">
3631
3632
3633
3634
3635
3636
3637	<p>R</p>
3638
3639
3640
3641
3642
3643
3644
3645	</td>
3646
3647
3648
3649
3650
3651
3652
3653	<td style="vertical-align: middle;" width="7%">
3654
3655
3656
3657
3658
3659
3660	<p>C * 10 (100)</p>
3661
3662
3663
3664
3665
3666
3667
3668	</td>
3669
3670
3671
3672
3673
3674
3675
3676	<td style="vertical-align: middle;" width="16%">
3677
3678
3679
3680
3681
3682
3683	<p><i>100 * ' '</i></p>
3684
3685
3686
3687
3688
3689
3690
3691	</td>
3692
3693
3694
3695
3696
3697
3698
3699	<td style="vertical-align: middle;" width="57%">
3700
3701
3702
3703
3704
3705
3706	<p>Type of normalization applied to the x-coordinate of
3707	vertical
3708	profiles to be plotted with <span style="font-weight: bold;">profil</span>.</p>
3709
3710
3711
3712
3713
3714
3715
3716	</td>
3717
3718
3719
3720
3721
3722
3723
3724	</tr>
3725
3726
3727
3728
3729
3730
3731
3732	<tr>
3733
3734
3735
3736
3737
3738
3739
3740	<td style="vertical-align: middle;" width="15%">
3741
3742
3743
3744
3745
3746
3747	<p><a href="chapter_4.2.html#cross_normalized_y"><b>cross_normalized_y</b></a></p>
3748
3749
3750
3751
3752
3753
3754
3755	</td>
3756
3757
3758
3759
3760
3761
3762
3763	<td style="vertical-align: middle;" width="5%">
3764
3765
3766
3767
3768
3769
3770	<p>R</p>
3771
3772
3773
3774
3775
3776
3777
3778	</td>
3779
3780
3781
3782
3783
3784
3785
3786	<td style="vertical-align: middle;" width="7%">
3787
3788
3789
3790
3791
3792
3793	<p>C * 10  <br>
3794
3795
3796
3797
3798
3799
3800
3801	(100)</p>
3802
3803
3804
3805
3806
3807
3808
3809	</td>
3810
3811
3812
3813
3814
3815
3816
3817	<td style="vertical-align: middle;" width="16%">
3818
3819
3820
3821
3822
3823
3824	<p><i>100 * ' '</i></p>
3825
3826
3827
3828
3829
3830
3831
3832	</td>
3833
3834
3835
3836
3837
3838
3839
3840	<td style="vertical-align: middle;" width="57%">
3841
3842
3843
3844
3845
3846
3847	<p>Type of normalization applied to the y-coordinate of
3848	vertical
3849	profiles to be plotted with <span style="font-weight: bold;">profil</span>.
3850	<br>
3851
3852
3853
3854
3855
3856
3857
3858	</p>
3859
3860
3861
3862
3863
3864
3865
3866	</td>
3867
3868
3869
3870
3871
3872
3873
3874	</tr>
3875
3876
3877
3878
3879
3880
3881
3882	<tr>
3883
3884
3885
3886
3887
3888
3889
3890	<td style="vertical-align: middle;" width="15%">
3891
3892
3893
3894
3895
3896
3897	<p><a href="chapter_4.2.html#cross_profiles"><b>cross_profiles</b></a></p>
3898
3899
3900
3901
3902
3903
3904
3905	</td>
3906
3907
3908
3909
3910
3911
3912
3913	<td style="vertical-align: middle;" width="5%">
3914
3915
3916
3917
3918
3919
3920	<p>R</p>
3921
3922
3923
3924
3925
3926
3927
3928	</td>
3929
3930
3931
3932
3933
3934
3935
3936	<td style="vertical-align: middle;" width="7%">
3937
3938
3939
3940
3941
3942
3943	<p>C * 100 (100)</p>
3944
3945
3946
3947
3948
3949
3950
3951	</td>
3952
3953
3954
3955
3956
3957
3958
3959	<td style="vertical-align: middle;" width="16%">
3960
3961
3962
3963
3964
3965
3966	<p>see parameter description</p>
3967
3968
3969
3970
3971
3972
3973
3974	</td>
3975
3976
3977
3978
3979
3980
3981
3982	<td style="vertical-align: middle;" width="57%">
3983
3984
3985
3986
3987
3988
3989	<p>Determines which vertical profiles are to be presented
3990	in
3991	which coordinate system if the plot software <span style="font-weight: bold;">profil</span> is
3992	used.  <br>
3993
3994
3995
3996
3997
3998
3999
4000	</p>
4001
4002
4003
4004
4005
4006
4007
4008	</td>
4009
4010
4011
4012
4013
4014
4015
4016	</tr>
4017
4018
4019
4020
4021
4022
4023
4024	<tr>
4025
4026
4027
4028
4029
4030
4031
4032	<td style="vertical-align: middle;" width="15%">
4033
4034
4035
4036
4037
4038
4039	<p><a href="chapter_4.2.html#cross_ts_uymax"><b>cross_ts_uymax</b></a></p>
4040
4041
4042
4043
4044
4045
4046
4047	</td>
4048
4049
4050
4051
4052
4053
4054
4055	<td style="vertical-align: middle;" width="5%">
4056
4057
4058
4059
4060
4061
4062	<p>R</p>
4063
4064
4065
4066
4067
4068
4069
4070	</td>
4071
4072
4073
4074
4075
4076
4077
4078	<td style="vertical-align: middle;" width="7%">
4079
4080
4081
4082
4083
4084
4085	<p>R (10)</p>
4086
4087
4088
4089
4090
4091
4092
4093	</td>
4094
4095
4096
4097
4098
4099
4100
4101	<td style="vertical-align: middle;" width="16%">
4102
4103
4104
4105
4106
4107
4108	<p><i>10 * 999.999</i></p>
4109
4110
4111
4112
4113
4114
4115
4116	</td>
4117
4118
4119
4120
4121
4122
4123
4124	<td style="vertical-align: middle;" width="57%">
4125
4126
4127
4128
4129
4130
4131	<p>Maximum of the range of y-axis values for coordinate
4132	systems
4133	of time series plots. <br>
4134
4135
4136
4137
4138
4139
4140
4141	</p>
4142
4143
4144
4145
4146
4147
4148
4149	</td>
4150
4151
4152
4153
4154
4155
4156
4157	</tr>
4158
4159
4160
4161
4162
4163
4164
4165	<tr>
4166
4167
4168
4169
4170
4171
4172
4173	<td style="vertical-align: middle;" width="15%">
4174
4175
4176
4177
4178
4179
4180	<p><a href="chapter_4.2.html#cross_ts_uymin"><b>cross_ts_uymin</b></a></p>
4181
4182
4183
4184
4185
4186
4187
4188	</td>
4189
4190
4191
4192
4193
4194
4195
4196	<td style="vertical-align: middle;" width="5%">
4197
4198
4199
4200
4201
4202
4203	<p>R</p>
4204
4205
4206
4207
4208
4209
4210
4211	</td>
4212
4213
4214
4215
4216
4217
4218
4219	<td style="vertical-align: middle;" width="7%">
4220
4221
4222
4223
4224
4225
4226	<p>R (10)</p>
4227
4228
4229
4230
4231
4232
4233
4234	</td>
4235
4236
4237
4238
4239
4240
4241
4242	<td style="vertical-align: middle;" width="16%">
4243
4244
4245
4246
4247
4248
4249	<p><i>10 * 999.999</i></p>
4250
4251
4252
4253
4254
4255
4256
4257	</td>
4258
4259
4260
4261
4262
4263
4264
4265	<td style="vertical-align: middle;" width="57%">
4266
4267
4268
4269
4270
4271
4272	<p>Minimum of the range of y-axis values for coordinate
4273	systems
4274	of time series plot. <br>
4275
4276
4277
4278
4279
4280
4281
4282	</p>
4283
4284
4285
4286
4287
4288
4289
4290	</td>
4291
4292
4293
4294
4295
4296
4297
4298	</tr>
4299
4300
4301
4302
4303
4304
4305
4306	<tr>
4307
4308
4309
4310
4311
4312
4313
4314	<td style="vertical-align: middle;" width="15%">
4315
4316
4317
4318
4319
4320
4321	<p><a href="chapter_4.2.html#cross_xtext"><b>cross_xtext</b></a></p>
4322
4323
4324
4325
4326
4327
4328
4329	</td>
4330
4331
4332
4333
4334
4335
4336
4337	<td style="vertical-align: middle;" width="5%">
4338
4339
4340
4341
4342
4343
4344	<p>R</p>
4345
4346
4347
4348
4349
4350
4351
4352	</td>
4353
4354
4355
4356
4357
4358
4359
4360	<td style="vertical-align: middle;" width="7%">
4361
4362
4363
4364
4365
4366
4367	<p>C * 40  <br>
4368
4369
4370
4371
4372
4373
4374
4375	(100)</p>
4376
4377
4378
4379
4380
4381
4382
4383	</td>
4384
4385
4386
4387
4388
4389
4390
4391	<td style="vertical-align: middle;" width="16%">
4392
4393
4394
4395
4396
4397
4398	<p>see parameter description</p>
4399
4400
4401
4402
4403
4404
4405
4406	</td>
4407
4408
4409
4410
4411
4412
4413
4414	<td style="vertical-align: middle;" width="57%">
4415
4416
4417
4418
4419
4420
4421	<p>x-axis labels of vertical profile coordinate systems to
4422	be
4423	plotted with <span style="font-weight: bold;">profil</span>.
4424	<br>
4425
4426
4427
4428
4429
4430
4431
4432	</p>
4433
4434
4435
4436
4437
4438
4439
4440	</td>
4441
4442
4443
4444
4445
4446
4447
4448	</tr>
4449
4450
4451
4452
4453
4454
4455
4456	<tr>
4457
4458
4459
4460
4461
4462
4463
4464	<td style="vertical-align: middle;" width="15%">
4465
4466
4467
4468
4469
4470
4471	<p><a href="chapter_4.1.html#cut_spline_overshoot"><b>cut_spline_overshoot</b></a></p>
4472
4473
4474
4475
4476
4477
4478
4479	</td>
4480
4481
4482
4483
4484
4485
4486
4487	<td style="vertical-align: middle;" width="5%">
4488
4489
4490
4491
4492
4493
4494	<p>I</p>
4495
4496
4497
4498
4499
4500
4501
4502	</td>
4503
4504
4505
4506
4507
4508
4509
4510	<td style="vertical-align: middle;" width="7%">
4511
4512
4513
4514
4515
4516
4517	<p>L</p>
4518
4519
4520
4521
4522
4523
4524
4525	</td>
4526
4527
4528
4529
4530
4531
4532
4533	<td style="vertical-align: middle;" width="16%">
4534
4535
4536
4537
4538
4539
4540	<p><i>.T.</i></p>
4541
4542
4543
4544
4545
4546
4547
4548	</td>
4549
4550
4551
4552
4553
4554
4555
4556	<td style="vertical-align: middle;" width="57%">
4557
4558
4559
4560
4561
4562
4563	<p>Cut off of so-called overshoots, which can occur with
4564	the upstream-spline-scheme.</p>
4565
4566
4567
4568
4569
4570
4571
4572	</td>
4573
4574
4575
4576
4577
4578
4579
4580	</tr>
4581
4582
4583
4584
4585
4586
4587
4588	<tr>
4589
4590
4591
4592
4593
4594
4595
4596	<td style="vertical-align: middle;" width="15%">
4597
4598
4599
4600
4601
4602
4603	<p><a href="chapter_4.2.html#cycle_mg"><b>cycle_mg</b></a></p>
4604
4605
4606
4607
4608
4609
4610
4611	</td>
4612
4613
4614
4615
4616
4617
4618
4619	<td style="vertical-align: middle;" width="5%">
4620
4621
4622
4623
4624
4625
4626	<p>R</p>
4627
4628
4629
4630
4631
4632
4633
4634	</td>
4635
4636
4637
4638
4639
4640
4641
4642	<td style="vertical-align: middle;" width="7%">
4643
4644
4645
4646
4647
4648
4649	<p>C * 1</p>
4650
4651
4652
4653
4654
4655
4656
4657	</td>
4658
4659
4660
4661
4662
4663
4664
4665	<td style="vertical-align: middle;" width="16%">
4666
4667
4668
4669
4670
4671
4672	<p><i>'w'</i></p>
4673
4674
4675
4676
4677
4678
4679
4680	</td>
4681
4682
4683
4684
4685
4686
4687
4688	<td style="vertical-align: middle;" width="57%">Type
4689	of cycle to
4690	be used with the multi-grid
4691	method. </td>
4692
4693
4694
4695
4696
4697
4698
4699	</tr>
4700
4701
4702
4703
4704
4705
4706
4707	<tr>
4708
4709
4710
4711
4712
4713
4714
4715	<td style="vertical-align: middle;" width="15%">
4716
4717
4718
4719
4720
4721
4722	<p><a href="chapter_4.1.html#damp_level_1d"><b>damp_level_1d</b></a></p>
4723
4724
4725
4726
4727
4728
4729
4730	</td>
4731
4732
4733
4734
4735
4736
4737
4738	<td style="vertical-align: middle;" width="5%">
4739
4740
4741
4742
4743
4744
4745	<p>I</p>
4746
4747
4748
4749
4750
4751
4752
4753	</td>
4754
4755
4756
4757
4758
4759
4760
4761	<td style="vertical-align: middle;" width="7%">
4762
4763
4764
4765
4766
4767
4768	<p>R</p>
4769
4770
4771
4772
4773
4774
4775
4776	</td>
4777
4778
4779
4780
4781
4782
4783
4784	<td style="vertical-align: middle;" width="16%">
4785
4786
4787
4788
4789
4790
4791	<p><i>zu(nz+1)</i></p>
4792
4793
4794
4795
4796
4797
4798
4799	</td>
4800
4801
4802
4803
4804
4805
4806
4807	<td style="vertical-align: middle;" width="57%">
4808
4809
4810
4811
4812
4813
4814	<p>Height where the damping layer begins in the 1d-model
4815	(in m). <br>
4816
4817
4818
4819
4820
4821
4822
4823	</p>
4824
4825
4826
4827
4828
4829
4830
4831	</td>
4832
4833
4834
4835
4836
4837
4838
4839	</tr>
4840
4841
4842
4843
4844
4845
4846
4847	<tr>
4848	<td><a href="chapter_4.2.html#data_output"><span style="font-weight: bold;">data_output</span></a></td>
4849	<td>R</td>
4850	<td>C * 10 (100)</td>
4851	<td><span style="font-style: italic;">100 * ´ ´</span></td>
4852	<td>Quantities for which 2d cross section and/or 3d volume data are to be output.</td>
4853	</tr>
4854	<tr>
4855	<td><a href="chapter_4.2.html#data_output_format"><span style="font-weight: bold;">data_output_format</span></a></td>
4856	<td>R</td>
4857	<td>C * 10 (10)</td>
4858	<td><span style="font-style: italic;">'netcdf'</span></td>
4859	<td>Format of output data.</td>
4860	</tr>
4861	<tr>
4862	<td><a href="chapter_4.2.html#data_output_pr"><span style="font-weight: bold;">data_output_pr</span></a></td>
4863	<td>R</td>
4864	<td>C * 10 (100)</td>
4865	<td><span style="font-style: italic;">100 * ' '</span></td>
4866	<td>Quantities for which vertical profiles (horizontally averaged)
4867	are to be output.</td>
4868	</tr>
4869	<tr>
4870	<td><a href="chapter_4.2.html#data_output_sp"><span style="font-weight: bold;">data_output_sp</span></a></td>
4871	<td>P</td>
4872	<td>C * 10 (10)</td>
4873	<td><span style="font-style: italic;">10 * ' '</span></td>
4874	<td>Quantities for which horizontal spectra are to be calculated
4875	and output.</td>
4876	</tr>
4877	<tr>
4878	<td><a href="chapter_4.2.html#data_output_ts"><span style="font-weight: bold;">data_output_ts</span></a></td>
4879	<td>R</td>
4880	<td>C * 10 (100)</td>
4881	<td><span style="font-style: italic;">100 * ' '</span></td>
4882	<td>Quantities for which time series
4883	are to be output (plot).  </td>
4884	</tr>
4885	<tr>
4886	<td><a href="chapter_4.3.html#data_output_user"><span style="font-weight: bold;">data_output_user</span></a></td>
4887	<td>U</td>
4888	<td>C * 10 (100)</td>
4889	<td><span style="font-style: italic;">100 * ' '</span></td>
4890	<td>User defined quantities for which 2d cross section and/or 3d volume data are to be output.</td>
4891	</tr>
4892	<tr>
4893	<td><a href="chapter_4.2.html#data_output_2d_on_each_pe"><span style="font-weight: bold;">data_output_2d_on_each_pe</span></a></td>
4894	<td>R</td>
4895	<td>L</td>
4896	<td><span style="font-style: italic;">.T.</span></td>
4897	<td>Output 2d cross section data by one or
4898	all processors. </td>
4899	</tr>
4900	<tr valign="top">
4901
4902
4903
4904
4905
4906
4907
4908	<td style="vertical-align: middle;" width="15%">
4909
4910
4911
4912
4913
4914
4915	<p><a href="chapter_4.2.html#density_ratio"><b>density_ratio</b></a></p>
4916
4917
4918
4919
4920
4921
4922
4923	</td>
4924
4925
4926
4927
4928
4929
4930
4931	<td style="vertical-align: middle;" width="5%">
4932
4933
4934
4935
4936
4937
4938	<p>P</p>
4939
4940
4941
4942
4943
4944
4945
4946	</td>
4947
4948
4949
4950
4951
4952
4953
4954	<td style="vertical-align: middle;" width="7%">
4955
4956
4957
4958
4959
4960
4961	<p>R (10)</p>
4962
4963
4964
4965
4966
4967
4968
4969	</td>
4970
4971
4972
4973
4974
4975
4976
4977	<td style="vertical-align: middle;" width="16%">
4978
4979
4980
4981
4982
4983
4984	<p><i>0.0, 9</i> * <i>9999999.9</i></p>
4985
4986
4987
4988
4989
4990
4991
4992	</td>
4993
4994
4995
4996
4997
4998
4999
5000	<td style="vertical-align: middle;" width="57%">
5001
5002
5003
5004
5005
5006
5007	<p>Ratio of the density of the fluid and the density of the
5008	particles.</p>
5009
5010
5011
5012
5013
5014
5015
5016	</td>
5017
5018
5019
5020
5021
5022
5023
5024	</tr>
5025
5026
5027
5028
5029
5030
5031
5032
5033
5034
5035
5036
5037
5038
5039	<tr>
5040	<td><a href="chapter_4.1.html#dissipation_1d"><span style="font-weight: bold;">dissipation_1d</span></a></td>
5041	<td>I</td>
5042	<td>C * 20</td>
5043	<td><span style="font-style: italic;">'as_in_3d_model'</span></td>
5044	<td>Calculation method for the energy dissipation term in the TKE equation of the 1d-model.</td>
5045	</tr>
5046	<tr>
5047
5048
5049
5050
5051
5052
5053
5054	<td style="vertical-align: middle;" width="15%">
5055
5056
5057
5058
5059
5060
5061	<p><a href="chapter_4.2.html#disturbance_amplitude"><b>disturbance</b></a>
5062	<br>
5063
5064
5065
5066
5067
5068
5069
5070	<a href="chapter_4.2.html#disturbance_amplitude"> <b>_amplitude</b></a></p>
5071
5072
5073
5074
5075
5076
5077
5078	</td>
5079
5080
5081
5082
5083
5084
5085
5086	<td style="vertical-align: middle;" width="5%">
5087
5088
5089
5090
5091
5092
5093	<p>R</p>
5094
5095
5096
5097
5098
5099
5100
5101	</td>
5102
5103
5104
5105
5106
5107
5108
5109	<td style="vertical-align: middle;" width="7%">
5110
5111
5112
5113
5114
5115
5116	<p>R</p>
5117
5118
5119
5120
5121
5122
5123
5124	</td>
5125
5126
5127
5128
5129
5130
5131
5132	<td style="vertical-align: middle;" width="16%">
5133
5134
5135
5136
5137
5138
5139	<p><i>0.25</i></p>
5140
5141
5142
5143
5144
5145
5146
5147	</td>
5148
5149
5150
5151
5152
5153
5154
5155	<td style="vertical-align: middle;" width="57%">
5156
5157
5158
5159
5160
5161
5162	<p>Maximum perturbation amplitude of the random
5163	perturbations
5164	imposed to the horizontal velocity field (in m/s). <br>
5165
5166
5167
5168
5169
5170
5171
5172	</p>
5173
5174
5175
5176
5177
5178
5179
5180	</td>
5181
5182
5183
5184
5185
5186
5187
5188	</tr>
5189
5190
5191
5192
5193
5194
5195
5196	<tr>
5197
5198
5199
5200
5201
5202
5203
5204	<td style="vertical-align: middle;" width="15%">
5205
5206
5207
5208
5209
5210
5211	<p><a href="chapter_4.2.html#disturbance_energy_limit"><b>disturbance_energy</b></a>
5212	<br>
5213
5214
5215
5216
5217
5218
5219
5220	<a href="chapter_4.2.html#disturbance_energy_limit"> <b>_limit</b></a></p>
5221
5222
5223
5224
5225
5226
5227
5228	</td>
5229
5230
5231
5232
5233
5234
5235
5236	<td style="vertical-align: middle;" width="5%">
5237
5238
5239
5240
5241
5242
5243	<p>R</p>
5244
5245
5246
5247
5248
5249
5250
5251	</td>
5252
5253
5254
5255
5256
5257
5258
5259	<td style="vertical-align: middle;" width="7%">
5260
5261
5262
5263
5264
5265
5266	<p>R</p>
5267
5268
5269
5270
5271
5272
5273
5274	</td>
5275
5276
5277
5278
5279
5280
5281
5282	<td style="vertical-align: middle;" width="16%">
5283
5284
5285
5286
5287
5288
5289	<p><i>0.01</i></p>
5290
5291
5292
5293
5294
5295
5296
5297	</td>
5298
5299
5300
5301
5302
5303
5304
5305	<td style="vertical-align: middle;" width="57%">
5306
5307
5308
5309
5310
5311
5312	<p lang="en-GB">Upper limit value of the
5313	perturbation energy of
5314	the velocity field used as a criterion for imposing random
5315	perturbations (in m<sup>2</sup>/s<sup>2</sup>). </p>
5316
5317
5318
5319
5320
5321
5322
5323	</td>
5324
5325
5326
5327
5328
5329
5330
5331	</tr>
5332
5333
5334
5335
5336
5337
5338
5339	<tr>
5340
5341
5342
5343
5344
5345
5346
5347	<td style="vertical-align: middle;" width="15%">
5348
5349
5350
5351
5352
5353
5354	<p><a href="chapter_4.2.html#disturbance_level_b"><b>disturbance_level_b</b></a></p>
5355
5356
5357
5358
5359
5360
5361
5362	</td>
5363
5364
5365
5366
5367
5368
5369
5370	<td style="vertical-align: middle;" width="5%">
5371
5372
5373
5374
5375
5376
5377	<p>R</p>
5378
5379
5380
5381
5382
5383
5384
5385	</td>
5386
5387
5388
5389
5390
5391
5392
5393	<td style="vertical-align: middle;" width="7%">
5394
5395
5396
5397
5398
5399
5400	<p>R</p>
5401
5402
5403
5404
5405
5406
5407
5408	</td>
5409
5410
5411
5412
5413
5414
5415
5416	<td style="vertical-align: middle;" width="16%">
5417
5418
5419
5420
5421
5422
5423	<p><i>zu(3)</i></p>
5424
5425
5426
5427
5428
5429
5430
5431	</td>
5432
5433
5434
5435
5436
5437
5438
5439	<td style="vertical-align: middle;" width="57%">
5440
5441
5442
5443
5444
5445
5446	<p lang="en-GB"><font face="Thorndale, serif"><font size="3">Lower
5447	limit of the vertical range for which random perturbations are to be
5448	imposed on the horizontal wind field (</font></font>in <font face="Thorndale, serif"><font size="3">m).
5449	</font></font> </p>
5450
5451
5452
5453
5454
5455
5456
5457	<span lang="en-GB"></span></td>
5458
5459
5460
5461
5462
5463
5464
5465	</tr>
5466
5467
5468
5469
5470
5471
5472
5473	<tr>
5474
5475
5476
5477
5478
5479
5480
5481	<td style="vertical-align: middle;" width="15%">
5482
5483
5484
5485
5486
5487
5488	<p><a href="chapter_4.2.html#disturbance_level_t"><b>disturbance_level_t</b></a></p>
5489
5490
5491
5492
5493
5494
5495
5496	</td>
5497
5498
5499
5500
5501
5502
5503
5504	<td style="vertical-align: middle;" width="5%">
5505
5506
5507
5508
5509
5510
5511	<p>R</p>
5512
5513
5514
5515
5516
5517
5518
5519	</td>
5520
5521
5522
5523
5524
5525
5526
5527	<td style="vertical-align: middle;" width="7%">
5528
5529
5530
5531
5532
5533
5534	<p>R</p>
5535
5536
5537
5538
5539
5540
5541
5542	</td>
5543
5544
5545
5546
5547
5548
5549
5550	<td style="vertical-align: middle;" width="16%">
5551
5552
5553
5554
5555
5556
5557	<p><i>zu(nz/3)</i></p>
5558
5559
5560
5561
5562
5563
5564
5565	</td>
5566
5567
5568
5569
5570
5571
5572
5573	<td style="vertical-align: middle;" width="57%">
5574
5575
5576
5577
5578
5579
5580	<p lang="en-GB"><font face="Thorndale, serif"><font size="3">Upper
5581	limit of the vertical range for which random perturbations are to be
5582	imposed on the horizontal wind field (</font></font>in <font face="Thorndale, serif"><font size="3">m). <br>
5583
5584
5585
5586
5587
5588
5589
5590	</font></font></p>
5591
5592
5593
5594
5595
5596
5597
5598	</td>
5599
5600
5601
5602
5603
5604
5605
5606	</tr>
5607
5608
5609
5610
5611
5612
5613
5614	<tr>
5615	<td><a href="chapter_4.2.html#do2d_at_begin"><span style="font-weight: bold;">do2d_at_begin</span></a></td>
5616	<td>R</td>
5617	<td>L</td>
5618	<td><span style="font-style: italic;">.F.</span></td>
5619	<td>Output 2d cross section data by one or
5620	all processors. </td>
5621	</tr>
5622	<tr>
5623	<td><a href="chapter_4.2.html#do3d_at_begin"><span style="font-weight: bold;">do3d_at_begin</span></a></td>
5624	<td>R</td>
5625	<td>L</td>
5626	<td><span style="font-style: italic;">.F.</span></td>
5627	<td>Output of 3d volume data at the beginning
5628	of a run.</td>
5629	</tr>
5630	<tr>
5631	<td><a href="chapter_4.2.html#do3d_compress"><span style="font-weight: bold;">do3d_compress</span></a></td>
5632	<td>R</td>
5633	<td>L</td>
5634	<td><span style="font-style: italic;">.F.</span></td>
5635	<td>Output of data for 3d plots in compressed form. </td>
5636	</tr>
5637	<tr>
5638	<td><a href="chapter_4.2.html#do3d_precision"><span style="font-weight: bold;">do3d_precision</span></a></td>
5639	<td>R</td>
5640	<td>C * 7 (100)</td>
5641	<td>see parameter description</td>
5642	<td>Significant digits in case of compressed data output. </td>
5643	</tr>
5644	<tr>
5645
5646
5647
5648
5649
5650
5651
5652	<td style="vertical-align: middle;" width="15%">
5653
5654
5655
5656
5657
5658
5659	<p><a href="chapter_4.1.html#dt"><b>dt</b></a></p>
5660
5661
5662
5663
5664
5665
5666
5667	</td>
5668
5669
5670
5671
5672
5673
5674
5675	<td style="vertical-align: middle;" width="5%">
5676
5677
5678
5679
5680
5681
5682	<p>I/R</p>
5683
5684
5685
5686
5687
5688
5689
5690	</td>
5691
5692
5693
5694
5695
5696
5697
5698	<td style="vertical-align: middle;" width="7%">
5699
5700
5701
5702
5703
5704
5705	<p>R</p>
5706
5707
5708
5709
5710
5711
5712
5713	</td>
5714
5715
5716
5717
5718
5719
5720
5721	<td style="vertical-align: middle;" width="16%">
5722
5723
5724
5725
5726
5727
5728	<p><i>variable</i></p>
5729
5730
5731
5732
5733
5734
5735
5736	</td>
5737
5738
5739
5740
5741
5742
5743
5744	<td style="vertical-align: middle;" width="57%">
5745
5746
5747
5748
5749
5750
5751	<p><font face="Thorndale, serif"><font size="3">Time
5752	step for the 3d-model (</font></font>in <font face="Thorndale, serif"><font size="3">s). <br>
5753
5754
5755
5756
5757
5758
5759
5760	</font></font></p>
5761
5762
5763
5764
5765
5766
5767
5768	</td>
5769
5770
5771
5772
5773
5774
5775
5776	</tr>
5777
5778
5779
5780
5781
5782
5783
5784	<tr>
5785	<td><a href="chapter_4.2.html#dt_averaging_input"><span style="font-weight: bold;">dt_averaging_input</span></a></td>
5786	<td>R</td>
5787	<td>R</td>
5788	<td><span style="font-style: italic;">0.0</span></td>
5789	<td>Temporal interval of data which are subject to temporal averaging (in s).</td>
5790	</tr>
5791	<tr>
5792
5793
5794
5795
5796
5797
5798
5799	<td style="vertical-align: middle;" width="15%">
5800
5801
5802
5803
5804
5805
5806	<p><a href="chapter_4.2.html#dt_averaging_input_pr"><b>dt_averaging_input_pr</b></a></p>
5807
5808
5809
5810
5811
5812
5813
5814	</td>
5815
5816
5817
5818
5819
5820
5821
5822	<td style="vertical-align: middle;" width="5%">
5823
5824
5825
5826
5827
5828
5829	<p>R</p>
5830
5831
5832
5833
5834
5835
5836
5837	</td>
5838
5839
5840
5841
5842
5843
5844
5845	<td style="vertical-align: middle;" width="7%">
5846
5847
5848
5849
5850
5851
5852	<p>R</p>
5853
5854
5855
5856
5857
5858
5859
5860	</td>
5861
5862
5863
5864
5865
5866
5867
5868	<td style="vertical-align: middle;" width="16%"><span style="font-style: italic;">value of <a href="chapter_4.2.html#dt_averaging_input">dt_<br>
5869	averaging_<br>
5870	input</a></span></td>
5871
5872
5873
5874
5875
5876
5877
5878	<td style="vertical-align: middle;" width="57%">Temporal interval of data which are subject to temporal averaging of <font face="Thorndale, serif"><font size="3">vertical profiles and/or spectra (</font></font>in <font face="Thorndale, serif"><font size="3">s). </font></font></td>
5879
5880
5881
5882
5883
5884
5885
5886	</tr>
5887
5888
5889
5890
5891
5892
5893
5894	<tr>
5895	<td><a href="chapter_4.2.html#dt_data_output"><span style="font-weight: bold;">dt_data_output</span></a></td>
5896	<td>R</td>
5897	<td>R</td>
5898	<td><span style="font-style: italic;">9999999.9</span></td>
5899	<td>
5900	<p lang="en-GB"><font face="Thorndale"><font face="Thorndale, serif">Temporal interval</font>
5901	at which data (3d volume data (instantaneous or time averaged),
5902	cross sections (instantaneous or time averaged), vertical profiles,
5903	spectra) shall be output (</font>in <font face="Thorndale">s). </font></p>
5904	</td>
5905	</tr>
5906	<tr>
5907	<td><a href="chapter_4.2.html#dt_data_output_av"><span style="font-weight: bold;">dt_data_output_av</span></a></td>
5908	<td>R</td>
5909	<td>R</td>
5910	<td><i>value of  <a href="chapter_4.2.html#dt_data_output">dt_data_<br>
5911	output</a></i></td>
5912	<td>
5913	<p lang="en-GB"><font face="Thorndale"><font face="Thorndale, serif">Temporal interval</font>
5914	at which time averaged 3d volume data and/or 2d cross section data
5915	shall be output (</font>in <font face="Thorndale">s). </font></p>
5916	</td>
5917	</tr>
5918	<tr>
5919
5920
5921
5922
5923
5924
5925
5926	<td style="vertical-align: middle;" width="15%">
5927
5928
5929
5930
5931
5932
5933	<p><a href="chapter_4.2.html#dt_disturb"><b>dt_disturb</b></a></p>
5934
5935
5936
5937
5938
5939
5940
5941	</td>
5942
5943
5944
5945
5946
5947
5948
5949	<td style="vertical-align: middle;" width="5%">
5950
5951
5952
5953
5954
5955
5956	<p>R</p>
5957
5958
5959
5960
5961
5962
5963
5964	</td>
5965
5966
5967
5968
5969
5970
5971
5972	<td style="vertical-align: middle;" width="7%">
5973
5974
5975
5976
5977
5978
5979	<p>R</p>
5980
5981
5982
5983
5984
5985
5986
5987	</td>
5988
5989
5990
5991
5992
5993
5994
5995	<td style="vertical-align: middle;" width="16%">
5996
5997
5998
5999
6000
6001
6002	<p><i>9999999.9</i></p>
6003
6004
6005
6006
6007
6008
6009
6010	</td>
6011
6012
6013
6014
6015
6016
6017
6018	<td style="vertical-align: middle;" width="57%">
6019
6020
6021
6022
6023
6024
6025	<p lang="en-GB"><font face="Thorndale"><font face="Thorndale, serif">Temporal interval</font> at
6026	which random
6027	perturbations are to be imposed on the horizontal velocity field
6028	(</font>in <font face="Thorndale">s). <br>
6029
6030
6031
6032
6033
6034
6035
6036	</font></p>
6037
6038
6039
6040
6041
6042
6043
6044	</td>
6045
6046
6047
6048
6049
6050
6051
6052	</tr>
6053
6054
6055
6056
6057
6058
6059
6060	<tr>
6061	<td><a href="chapter_4.2.html#dt_dopr"><span style="font-weight: bold;">dt_dopr</span></a></td>
6062	<td>R</td>
6063	<td>R</td>
6064	<td><i>value of  <a href="chapter_4.2.html#dt_data_output">dt_data_<br>
6065	output</a></i></td>
6066	<td><span lang="en-GB"><font face="Thorndale">Temporal interval at
6067	which data of vertical profiles shall be output (to local
6068	file <a href="chapter_3.4.html#DATA_1D_PR_NETCDF">DATA_1D_PR_NETCDF</a> or/and </font></span><a href="chapter_3.4.html#PLOT1D_DATA"><span lang="en-GB"><font face="Thorndale">PLOT1D_DATA</font></span></a><span lang="en-GB"><font face="Thorndale">) (</font></span>in <span lang="en-GB"><font face="Thorndale">s). </font></span></td>
6069	</tr>
6070	<tr>
6071	<td><a href="chapter_4.2.html#dt_dopr_listing"><span style="font-weight: bold;">dt_dopr_listing</span></a></td>
6072	<td>R</td>
6073	<td>R</td>
6074	<td><span style="font-style: italic;">9999999.9</span></td>
6075	<td>
6076	<p><span lang="en-GB"><font face="Thorndale, serif">Temporal
6077	interval</font> at which data <font face="Thorndale">of vertical
6078	profiles shall be output (output for printouts, local file </font></span><a href="chapter_3.4.html#LIST_PROFIL"><span lang="en-GB"><font face="Thorndale">LIST_PROFIL</font></span></a><span lang="en-GB"><font face="Thorndale">) (</font></span>in <span lang="en-GB"><font face="Thorndale">s). </font></span> </p>
6079	</td>
6080	</tr>
6081
6082
6083
6084
6085
6086
6087
6088	<tr>
6089	<td align="undefined" valign="undefined"><a href="chapter_4.2.html#dt_dopts"><span style="font-weight: bold;">dt_dopts</span></a></td>
6090	<td align="undefined" valign="undefined">P</td>
6091	<td align="undefined" valign="undefined">R</td>
6092	<td align="undefined" valign="undefined"><i>value of  <a href="chapter_4.2.html#dt_data_output">dt_data_<br>
6093	output</a></i></td>
6094	<td align="undefined" valign="undefined">
6095	<p lang="en-GB"><font face="Thorndale"><font face="Thorndale, serif">Temporal interval</font> at which time series data of particle quantities shall be output (</font>in <font face="Thorndale">s). </font></p>
6096	</td>
6097	</tr>
6098	<tr>
6099
6100
6101
6102
6103
6104
6105
6106	<td style="vertical-align: middle;" width="15%">
6107
6108
6109
6110
6111
6112
6113	<p><a href="chapter_4.2.html#dt_dosp"><b>dt_dosp</b></a></p>
6114
6115
6116
6117
6118
6119
6120
6121	</td>
6122
6123
6124
6125
6126
6127
6128
6129	<td style="vertical-align: middle;" width="5%">
6130
6131
6132
6133
6134
6135
6136	<p>P</p>
6137
6138
6139
6140
6141
6142
6143
6144	</td>
6145
6146
6147
6148
6149
6150
6151
6152	<td style="vertical-align: middle;" width="7%">
6153
6154
6155
6156
6157
6158
6159	<p>R</p>
6160
6161
6162
6163
6164
6165
6166
6167	</td>
6168
6169
6170
6171
6172
6173
6174
6175	<td style="vertical-align: middle;" width="16%"><i>value of  <a href="chapter_4.2.html#dt_data_output">dt_data_<br>
6176	output</a></i></td>
6177
6178
6179
6180
6181
6182
6183
6184	<td style="vertical-align: middle;" width="57%">Temporal interval at which spectra data shall be output
6185	(in s). </td>
6186
6187
6188
6189
6190
6191
6192
6193	</tr>
6194
6195
6196
6197
6198
6199
6200
6201	<tr>
6202
6203
6204
6205
6206
6207
6208
6209	<td style="vertical-align: middle;" width="15%">
6210
6211
6212
6213
6214
6215
6216	<p><a href="chapter_4.2.html#dt_dots"><b>dt_dots</b></a></p>
6217
6218
6219
6220
6221
6222
6223
6224	</td>
6225
6226
6227
6228
6229
6230
6231
6232	<td style="vertical-align: middle;" width="5%">
6233
6234
6235
6236
6237
6238
6239	<p>R</p>
6240
6241
6242
6243
6244
6245
6246
6247	</td>
6248
6249
6250
6251
6252
6253
6254
6255	<td style="vertical-align: middle;" width="7%">
6256
6257
6258
6259
6260
6261
6262	<p>R</p>
6263
6264
6265
6266
6267
6268
6269
6270	</td>
6271
6272
6273
6274
6275
6276
6277
6278	<td style="vertical-align: middle;" width="16%">
6279
6280
6281
6282
6283
6284
6285	<p>see parameter description</p>
6286
6287
6288
6289
6290
6291
6292
6293	</td>
6294
6295
6296
6297
6298
6299
6300
6301	<td style="vertical-align: middle;" width="57%">
6302
6303
6304
6305
6306
6307
6308	<p lang="en-GB"><font face="Thorndale"><font face="Thorndale, serif">Temporal interval</font> at
6309	which time series data shall be output (</font>in <font face="Thorndale">s). <br>
6310
6311
6312
6313
6314
6315
6316
6317	</font></p>
6318
6319
6320
6321
6322
6323
6324
6325	</td>
6326
6327
6328
6329
6330
6331
6332
6333	</tr>
6334
6335
6336
6337
6338
6339
6340
6341
6342
6343
6344
6345
6346
6347
6348	<tr>
6349
6350
6351
6352
6353
6354
6355
6356	<td style="vertical-align: middle;" width="15%">
6357
6358
6359
6360
6361
6362
6363	<p><a href="chapter_4.2.html#dt_do2d_xy"><b>dt_do2d_xy</b></a></p>
6364
6365
6366
6367
6368
6369
6370
6371	</td>
6372
6373
6374
6375
6376
6377
6378
6379	<td style="vertical-align: middle;" width="5%">
6380
6381
6382
6383
6384
6385
6386	<p>R</p>
6387
6388
6389
6390
6391
6392
6393
6394	</td>
6395
6396
6397
6398
6399
6400
6401
6402	<td style="vertical-align: middle;" width="7%">
6403
6404
6405
6406
6407
6408
6409	<p>R</p>
6410
6411
6412
6413
6414
6415
6416
6417	</td>
6418
6419
6420
6421
6422
6423
6424
6425	<td style="vertical-align: middle;" width="16%"><i>value of  <a href="chapter_4.2.html#dt_data_output">dt_data_<br>
6426	output</a></i></td>
6427
6428
6429
6430
6431
6432
6433
6434	<td style="vertical-align: middle;" width="57%">
6435
6436
6437
6438
6439
6440
6441	<p lang="en-GB"><font face="Thorndale"><font face="Thorndale, serif">Temporal interval</font> at which horizontal cross section data shall be output (</font>in <font face="Thorndale">s). <br>
6442
6443
6444
6445
6446
6447
6448
6449	</font></p>
6450
6451
6452
6453
6454
6455
6456
6457	</td>
6458
6459
6460
6461
6462
6463
6464
6465	</tr>
6466
6467
6468
6469
6470
6471
6472
6473	<tr>
6474
6475
6476
6477
6478
6479
6480
6481	<td style="vertical-align: middle;" width="15%">
6482
6483
6484
6485
6486
6487
6488	<p><a href="chapter_4.2.html#dt_do2d_xz"><b>dt_do2d_xz</b></a></p>
6489
6490
6491
6492
6493
6494
6495
6496	</td>
6497
6498
6499
6500
6501
6502
6503
6504	<td style="vertical-align: middle;" width="5%">
6505
6506
6507
6508
6509
6510
6511	<p>R</p>
6512
6513
6514
6515
6516
6517
6518
6519	</td>
6520
6521
6522
6523
6524
6525
6526
6527	<td style="vertical-align: middle;" width="7%">
6528
6529
6530
6531
6532
6533
6534	<p>R</p>
6535
6536
6537
6538
6539
6540
6541
6542	</td>
6543
6544
6545
6546
6547
6548
6549
6550	<td style="vertical-align: middle;" width="16%"><i>value of  <a href="chapter_4.2.html#dt_data_output">dt_data_<br>
6551	output</a></i></td>
6552
6553
6554
6555
6556
6557
6558
6559	<td style="vertical-align: middle;" width="57%">
6560
6561
6562
6563
6564
6565
6566	<p lang="en-GB"><font face="Thorndale"><font face="Thorndale, serif">Temporal interval</font> at
6567	which vertical cross section data (xz) shall be output (</font>in <font face="Thorndale">s). <br>
6568
6569
6570
6571
6572
6573
6574
6575	</font></p>
6576
6577
6578
6579
6580
6581
6582
6583	</td>
6584
6585
6586
6587
6588
6589
6590
6591	</tr>
6592
6593
6594
6595
6596
6597
6598
6599	<tr>
6600
6601
6602
6603
6604
6605
6606
6607	<td style="vertical-align: middle;" width="15%">
6608
6609
6610
6611
6612
6613
6614	<p><a href="chapter_4.2.html#dt_do2d_yz"><b>dt_do2d_yz</b></a></p>
6615
6616
6617
6618
6619
6620
6621
6622	</td>
6623
6624
6625
6626
6627
6628
6629
6630	<td style="vertical-align: middle;" width="5%">
6631
6632
6633
6634
6635
6636
6637	<p>R</p>
6638
6639
6640
6641
6642
6643
6644
6645	</td>
6646
6647
6648
6649
6650
6651
6652
6653	<td style="vertical-align: middle;" width="7%">
6654
6655
6656
6657
6658
6659
6660	<p>R</p>
6661
6662
6663
6664
6665
6666
6667
6668	</td>
6669
6670
6671
6672
6673
6674
6675
6676	<td style="vertical-align: middle;" width="16%"><i>value of  <a href="chapter_4.2.html#dt_data_output">dt_data_<br>
6677	output</a></i></td>
6678
6679
6680
6681
6682
6683
6684
6685	<td style="vertical-align: middle;" width="57%">
6686
6687
6688
6689
6690
6691
6692	<p lang="en-GB"><font face="Thorndale"><font face="Thorndale, serif">Temporal interval</font> at
6693	which vertical cross section data (yz) shall be output (</font>in s<font face="Thorndale">).</font></p>
6694
6695
6696
6697
6698
6699
6700
6701	</td>
6702
6703
6704
6705
6706
6707
6708
6709	</tr>
6710
6711
6712
6713
6714
6715
6716
6717	<tr>
6718
6719
6720
6721
6722
6723
6724
6725	<td style="vertical-align: middle;" width="15%">
6726
6727
6728
6729
6730
6731
6732	<p><a href="chapter_4.2.html#dt_do3d"><b>dt_do3d</b></a></p>
6733
6734
6735
6736
6737
6738
6739
6740	</td>
6741
6742
6743
6744
6745
6746
6747
6748	<td style="vertical-align: middle;" width="5%">
6749
6750
6751
6752
6753
6754
6755	<p>R</p>
6756
6757
6758
6759
6760
6761
6762
6763	</td>
6764
6765
6766
6767
6768
6769
6770
6771	<td style="vertical-align: middle;" width="7%">
6772
6773
6774
6775
6776
6777
6778	<p>R</p>
6779
6780
6781
6782
6783
6784
6785
6786	</td>
6787
6788
6789
6790
6791
6792
6793
6794	<td style="vertical-align: middle;" width="16%"><i>value of  <a href="chapter_4.2.html#dt_data_output">dt_data_<br>
6795	output</a></i></td>
6796
6797
6798
6799
6800
6801
6802
6803	<td style="vertical-align: middle;" width="57%">
6804
6805
6806
6807
6808
6809
6810	<p lang="en-GB"><font face="Thorndale"><font face="Thorndale, serif">Temporal interval</font> at
6811	which 3d volume data shall be output (</font>in <font face="Thorndale">s).
6812	<br>
6813
6814
6815
6816
6817
6818
6819
6820	</font></p>
6821
6822
6823
6824
6825
6826
6827
6828	</td>
6829
6830
6831
6832
6833
6834
6835
6836	</tr>
6837
6838
6839
6840
6841
6842
6843
6844	<tr>
6845	<td><b><a href="chapter_4.2.html#dt_dvrp"><b>dt_dvrp</b></a></b></td>
6846	<td>P</td>
6847	<td>R</td>
6848	<td><span style="font-style: italic;">9999999.9</span></td>
6849	<td>Temporal interval of scenes to be displayed with the <span style="font-weight: bold;">dvrp</span> software (in
6850	s). </td>
6851	</tr>
6852	<tr>
6853	<td align="undefined" valign="undefined"><a href="chapter_4.2.html#dt_min_part"><span style="font-weight: bold;">dt_min_part</span></a></td>
6854	<td align="undefined" valign="undefined">P</td>
6855	<td align="undefined" valign="undefined">R</td>
6856	<td align="undefined" valign="undefined"><span style="font-style: italic;">0.0002</span></td>
6857	<td align="undefined" valign="undefined">Minimum value for the particle timestep when SGS velocities are used (in s).</td>
6858	</tr>
6859	<tr valign="top">
6860
6861
6862
6863
6864
6865
6866
6867	<td style="vertical-align: middle;" width="15%">
6868
6869
6870
6871
6872
6873
6874	<p><a href="chapter_4.2.html#dt_prel"><b>dt_prel</b></a></p>
6875
6876
6877
6878
6879
6880
6881
6882	</td>
6883
6884
6885
6886
6887
6888
6889
6890	<td style="vertical-align: middle;" width="5%">
6891
6892
6893
6894
6895
6896
6897	<p>P</p>
6898
6899
6900
6901
6902
6903
6904
6905	</td>
6906
6907
6908
6909
6910
6911
6912
6913	<td style="vertical-align: middle;" width="7%">
6914
6915
6916
6917
6918
6919
6920	<p>R</p>
6921
6922
6923
6924
6925
6926
6927
6928	</td>
6929
6930
6931
6932
6933
6934
6935
6936	<td style="vertical-align: middle;" width="16%">
6937
6938
6939
6940
6941
6942
6943	<p><i>9999999.9</i></p>
6944
6945
6946
6947
6948
6949
6950
6951	</td>
6952
6953
6954
6955
6956
6957
6958
6959	<td style="vertical-align: middle;" width="57%">
6960
6961
6962
6963
6964
6965
6966	<p><font face="Thorndale, serif"><span lang="en-GB">Temporal
6967	interval at
6968	which particles are to be released <span lang="en-GB">from
6969	a particle
6970	source </span>(</span></font>in <font face="Thorndale, serif"><span lang="en-GB">s).</span> </font></p>
6971
6972
6973
6974
6975
6976
6977
6978	</td>
6979
6980
6981
6982
6983
6984
6985
6986	</tr>
6987
6988
6989
6990
6991
6992
6993
6994
6995
6996
6997
6998
6999
7000
7001	<tr>
7002
7003
7004
7005
7006
7007
7008
7009	<td style="vertical-align: middle;" width="15%">
7010
7011
7012
7013
7014
7015
7016	<p><a href="chapter_4.1.html#dt_pr_1d"><b>dt_pr_1d</b></a></p>
7017
7018
7019
7020
7021
7022
7023
7024	</td>
7025
7026
7027
7028
7029
7030
7031
7032	<td style="vertical-align: middle;" width="5%">
7033
7034
7035
7036
7037
7038
7039	<p>I</p>
7040
7041
7042
7043
7044
7045
7046
7047	</td>
7048
7049
7050
7051
7052
7053
7054
7055	<td style="vertical-align: middle;" width="7%">
7056
7057
7058
7059
7060
7061
7062	<p>R</p>
7063
7064
7065
7066
7067
7068
7069
7070	</td>
7071
7072
7073
7074
7075
7076
7077
7078	<td style="vertical-align: middle;" width="16%">
7079
7080
7081
7082
7083
7084
7085	<p><i>9999999.9</i></p>
7086
7087
7088
7089
7090
7091
7092
7093	</td>
7094
7095
7096
7097
7098
7099
7100
7101	<td style="vertical-align: middle;" width="57%">
7102
7103
7104
7105
7106
7107
7108	<p>Temporal interval of vertical profile output of the
7109	1D-model
7110	(in s). </p>
7111
7112
7113
7114
7115
7116
7117
7118	</td>
7119
7120
7121
7122
7123
7124
7125
7126	</tr>
7127
7128
7129
7130
7131
7132
7133
7134	<tr>
7135
7136
7137
7138
7139
7140
7141
7142	<td style="vertical-align: middle;"><b><a href="chapter_4.2.html#dt_restart"><b>dt_restart</b></a></b></td>
7143
7144
7145
7146
7147
7148
7149
7150	<td style="vertical-align: middle;">R<br>
7151
7152
7153
7154
7155
7156
7157
7158	</td>
7159
7160
7161
7162
7163
7164
7165
7166	<td style="vertical-align: middle;">R<br>
7167
7168
7169
7170
7171
7172
7173
7174	</td>
7175
7176
7177
7178
7179
7180
7181
7182	<td style="vertical-align: middle;">9999999.9<br>
7183
7184
7185
7186
7187
7188
7189
7190	</td>
7191
7192
7193
7194
7195
7196
7197
7198	<td style="vertical-align: middle;"><font face="Thorndale"><font face="Thorndale, serif">Temporal
7199	interval</font> at which a new
7200	restart run is to be carried out (</font>in <font face="Thorndale">s).</font></td>
7201
7202
7203
7204
7205
7206
7207
7208	</tr>
7209
7210
7211
7212
7213
7214
7215
7216	<tr>
7217
7218
7219
7220
7221
7222
7223
7224	<td style="vertical-align: middle;" width="15%">
7225
7226
7227
7228
7229
7230
7231	<p><a href="chapter_4.2.html#dt_run_control"><b>dt_run_control</b></a></p>
7232
7233
7234
7235
7236
7237
7238
7239	</td>
7240
7241
7242
7243
7244
7245
7246
7247	<td style="vertical-align: middle;" width="5%">
7248
7249
7250
7251
7252
7253
7254	<p>R</p>
7255
7256
7257
7258
7259
7260
7261
7262	</td>
7263
7264
7265
7266
7267
7268
7269
7270	<td style="vertical-align: middle;" width="7%">
7271
7272
7273
7274
7275
7276
7277	<p>R</p>
7278
7279
7280
7281
7282
7283
7284
7285	</td>
7286
7287
7288
7289
7290
7291
7292
7293	<td style="vertical-align: middle;" width="16%">
7294
7295
7296
7297
7298
7299
7300	<p><i>60.0</i></p>
7301
7302
7303
7304
7305
7306
7307
7308	</td>
7309
7310
7311
7312
7313
7314
7315
7316	<td style="vertical-align: middle;" width="57%">
7317
7318
7319
7320
7321
7322
7323	<p lang="en-GB"><font face="Thorndale"><font face="Thorndale, serif">Temporal interval</font> at
7324	which run control
7325	output is to be made (</font>in <font face="Thorndale">s).
7326	<br>
7327
7328
7329
7330
7331
7332
7333
7334	</font></p>
7335
7336
7337
7338
7339
7340
7341
7342	</td>
7343
7344
7345
7346
7347
7348
7349
7350	</tr>
7351
7352
7353
7354
7355
7356
7357
7358	<tr>
7359
7360
7361
7362
7363
7364
7365
7366	<td style="vertical-align: middle;" width="15%">
7367
7368
7369
7370
7371
7372
7373	<p><a href="chapter_4.1.html#dt_run_control_1d"><b>dt_run_control_1d</b></a></p>
7374
7375
7376
7377
7378
7379
7380
7381	</td>
7382
7383
7384
7385
7386
7387
7388
7389	<td style="vertical-align: middle;" width="5%">
7390
7391
7392
7393
7394
7395
7396	<p>I</p>
7397
7398
7399
7400
7401
7402
7403
7404	</td>
7405
7406
7407
7408
7409
7410
7411
7412	<td style="vertical-align: middle;" width="7%">
7413
7414
7415
7416
7417
7418
7419	<p>R</p>
7420
7421
7422
7423
7424
7425
7426
7427	</td>
7428
7429
7430
7431
7432
7433
7434
7435	<td style="vertical-align: middle;" width="16%">
7436
7437
7438
7439
7440
7441
7442	<p><i>60.0</i></p>
7443
7444
7445
7446
7447
7448
7449
7450	</td>
7451
7452
7453
7454
7455
7456
7457
7458	<td style="vertical-align: middle;" width="57%">
7459
7460
7461
7462
7463
7464
7465	<p>Temporal interval of runtime control output of the
7466	1d-model
7467	(in s).</p>
7468
7469
7470
7471
7472
7473
7474
7475	</td>
7476
7477
7478
7479
7480
7481
7482
7483	</tr>
7484
7485
7486
7487
7488
7489
7490
7491	<tr>
7492
7493
7494
7495
7496
7497
7498
7499	<td style="vertical-align: middle;"><b><a href="chapter_4.2.html#dt_write_particle_data"><b>dt_write_particle_data</b></a></b></td>
7500
7501
7502
7503
7504
7505
7506
7507	<td style="vertical-align: middle;">P<br>
7508
7509
7510
7511
7512
7513
7514
7515	</td>
7516
7517
7518
7519
7520
7521
7522
7523	<td style="vertical-align: middle;">R<br>
7524
7525
7526
7527
7528
7529
7530
7531	</td>
7532
7533
7534
7535
7536
7537
7538
7539	<td style="vertical-align: middle;"><i>9999999.9</i></td>
7540
7541
7542
7543
7544
7545
7546
7547	<td style="vertical-align: middle;">Temporal
7548	interval for output
7549	of particle data (in s).</td>
7550
7551
7552
7553
7554
7555
7556
7557	</tr>
7558
7559
7560
7561
7562
7563
7564
7565	<tr valign="top">
7566
7567
7568
7569
7570
7571
7572
7573	<td style="vertical-align: middle;" width="15%">
7574
7575
7576
7577
7578
7579
7580	<p><a href="chapter_4.2.html#dvrp_directory"><b>dvrp_directory</b></a></p>
7581
7582
7583
7584
7585
7586
7587
7588	</td>
7589
7590
7591
7592
7593
7594
7595
7596	<td style="vertical-align: middle;" width="5%">
7597
7598
7599
7600
7601
7602
7603	<p>P</p>
7604
7605
7606
7607
7608
7609
7610
7611	</td>
7612
7613
7614
7615
7616
7617
7618
7619	<td style="vertical-align: middle;" width="7%">
7620
7621
7622
7623
7624
7625
7626	<p>C * 80</p>
7627
7628
7629
7630
7631
7632
7633
7634	</td>
7635
7636
7637
7638
7639
7640
7641
7642	<td style="vertical-align: middle;" width="16%">
7643
7644
7645
7646
7647
7648
7649	<p><i>'default'</i></p>
7650
7651
7652
7653
7654
7655
7656
7657	</td>
7658
7659
7660
7661
7662
7663
7664
7665	<td style="vertical-align: middle;" width="57%">
7666
7667
7668
7669
7670
7671
7672	<p>Name of the directory into which data created by the <span style="font-weight: bold;">dvrp</span>
7673	software shall be saved. <br>
7674
7675
7676
7677
7678
7679
7680
7681	</p>
7682
7683
7684
7685
7686
7687
7688
7689	</td>
7690
7691
7692
7693
7694
7695
7696
7697	</tr>
7698
7699
7700
7701
7702
7703
7704
7705	<tr valign="top">
7706
7707
7708
7709
7710
7711
7712
7713	<td style="vertical-align: middle;" width="15%">
7714
7715
7716
7717
7718
7719
7720	<p><a href="chapter_4.2.html#dvrp_file"><b>dvrp_file</b></a></p>
7721
7722
7723
7724
7725
7726
7727
7728	</td>
7729
7730
7731
7732
7733
7734
7735
7736	<td style="vertical-align: middle;" width="5%">
7737
7738
7739
7740
7741
7742
7743	<p>P</p>
7744
7745
7746
7747
7748
7749
7750
7751	</td>
7752
7753
7754
7755
7756
7757
7758
7759	<td style="vertical-align: middle;" width="7%">
7760
7761
7762
7763
7764
7765
7766	<p>C * 80</p>
7767
7768
7769
7770
7771
7772
7773
7774	</td>
7775
7776
7777
7778
7779
7780
7781
7782	<td style="vertical-align: middle;" width="16%">
7783
7784
7785
7786
7787
7788
7789	<p><i>'default'</i></p>
7790
7791
7792
7793
7794
7795
7796
7797	</td>
7798
7799
7800
7801
7802
7803
7804
7805	<td style="vertical-align: middle;" width="57%">
7806
7807
7808
7809
7810
7811
7812	<p>Name of the file into which data created by the <span style="font-weight: bold;">dvrp</span> software shall
7813	be output.</p>
7814
7815
7816
7817
7818
7819
7820
7821	</td>
7822
7823
7824
7825
7826
7827
7828
7829	</tr>
7830
7831
7832
7833
7834
7835
7836
7837	<tr valign="top">
7838
7839
7840
7841
7842
7843
7844
7845	<td style="vertical-align: middle;" width="15%">
7846
7847
7848
7849
7850
7851
7852	<p><a href="chapter_4.2.html#dvrp_host"><b>dvrp_host</b></a></p>
7853
7854
7855
7856
7857
7858
7859
7860	</td>
7861
7862
7863
7864
7865
7866
7867
7868	<td style="vertical-align: middle;" width="5%">
7869
7870
7871
7872
7873
7874
7875	<p>P</p>
7876
7877
7878
7879
7880
7881
7882
7883	</td>
7884
7885
7886
7887
7888
7889
7890
7891	<td style="vertical-align: middle;" width="7%">
7892
7893
7894
7895
7896
7897
7898	<p>C * 80</p>
7899
7900
7901
7902
7903
7904
7905
7906	</td>
7907
7908
7909
7910
7911
7912
7913
7914	<td style="vertical-align: middle;" width="16%">
7915
7916
7917
7918
7919
7920
7921	<p><i>'origin.rvs. <br>
7922
7923
7924
7925
7926
7927
7928
7929	uni- hanover.de'</i></p>
7930
7931
7932
7933
7934
7935
7936
7937	</td>
7938
7939
7940
7941
7942
7943
7944
7945	<td style="vertical-align: middle;" width="57%">
7946
7947
7948
7949
7950
7951
7952	<p>Name of the computer to which data created by the <span style="font-weight: bold;">dvrp</span> software shall
7953	be
7954	transferred. <br>
7955
7956
7957
7958
7959
7960
7961
7962	</p>
7963
7964
7965
7966
7967
7968
7969
7970	</td>
7971
7972
7973
7974
7975
7976
7977
7978	</tr>
7979
7980
7981
7982
7983
7984
7985
7986	<tr valign="top">
7987
7988
7989
7990
7991
7992
7993
7994	<td style="vertical-align: middle;" width="15%">
7995
7996
7997
7998
7999
8000
8001	<p><a href="chapter_4.2.html#dvrp_output"><b>dvrp_output</b></a></p>
8002
8003
8004
8005
8006
8007
8008
8009	</td>
8010
8011
8012
8013
8014
8015
8016
8017	<td style="vertical-align: middle;" width="5%">
8018
8019
8020
8021
8022
8023
8024	<p>P</p>
8025
8026
8027
8028
8029
8030
8031
8032	</td>
8033
8034
8035
8036
8037
8038
8039
8040	<td style="vertical-align: middle;" width="7%">
8041
8042
8043
8044
8045
8046
8047	<p>C * 10</p>
8048
8049
8050
8051
8052
8053
8054
8055	</td>
8056
8057
8058
8059
8060
8061
8062
8063	<td style="vertical-align: middle;" width="16%">
8064
8065
8066
8067
8068
8069
8070	<p><i>'rtsp'</i></p>
8071
8072
8073
8074
8075
8076
8077
8078	</td>
8079
8080
8081
8082
8083
8084
8085
8086	<td style="vertical-align: middle;" width="57%">
8087
8088
8089
8090
8091
8092
8093	<p>Output mode for the <span style="font-weight: bold;">dvrp</span>
8094	software. </p>
8095
8096
8097
8098
8099
8100
8101
8102	</td>
8103
8104
8105
8106
8107
8108
8109
8110	</tr>
8111
8112
8113
8114
8115
8116
8117
8118	<tr valign="top">
8119
8120
8121
8122
8123
8124
8125
8126	<td style="vertical-align: middle;" width="15%">
8127
8128
8129
8130
8131
8132
8133	<p><a href="chapter_4.2.html#dvrp_password"><b>dvrp_password</b></a></p>
8134
8135
8136
8137
8138
8139
8140
8141	</td>
8142
8143
8144
8145
8146
8147
8148
8149	<td style="vertical-align: middle;" width="5%">
8150
8151
8152
8153
8154
8155
8156	<p>P</p>
8157
8158
8159
8160
8161
8162
8163
8164	</td>
8165
8166
8167
8168
8169
8170
8171
8172	<td style="vertical-align: middle;" width="7%">
8173
8174
8175
8176
8177
8178
8179	<p>C * 80</p>
8180
8181
8182
8183
8184
8185
8186
8187	</td>
8188
8189
8190
8191
8192
8193
8194
8195	<td style="vertical-align: middle;" width="16%">
8196
8197
8198
8199
8200
8201
8202	<p><i>'********'</i></p>
8203
8204
8205
8206
8207
8208
8209
8210	</td>
8211
8212
8213
8214
8215
8216
8217
8218	<td style="vertical-align: middle;" width="57%">Password
8219	for the
8220	computer to which data created
8221	by the <span style="font-weight: bold;">dvrp</span>
8222	software is to be
8223	transferred.</td>
8224
8225
8226
8227
8228
8229
8230
8231	</tr>
8232
8233
8234
8235
8236
8237
8238
8239	<tr valign="top">
8240
8241
8242
8243
8244
8245
8246
8247	<td style="vertical-align: middle;" width="15%">
8248
8249
8250
8251
8252
8253
8254	<p><a href="chapter_4.2.html#dvrp_psize"><b>dvrp_psize</b></a></p>
8255
8256
8257
8258
8259
8260
8261
8262	</td>
8263
8264
8265
8266
8267
8268
8269
8270	<td style="vertical-align: middle;" width="5%">
8271
8272
8273
8274
8275
8276
8277	<p>P</p>
8278
8279
8280
8281
8282
8283
8284
8285	</td>
8286
8287
8288
8289
8290
8291
8292
8293	<td style="vertical-align: middle;" width="7%">
8294
8295
8296
8297
8298
8299
8300	<p>R</p>
8301
8302
8303
8304
8305
8306
8307
8308	</td>
8309
8310
8311
8312
8313
8314
8315
8316	<td style="vertical-align: middle;" width="16%">
8317
8318
8319
8320
8321
8322
8323	<p><i>0.2</i> * <i>dx</i></p>
8324
8325
8326
8327
8328
8329
8330
8331	</td>
8332
8333
8334
8335
8336
8337
8338
8339	<td style="vertical-align: middle;" width="57%">
8340
8341
8342
8343
8344
8345
8346	<p>Diameter that the particles is given in visualizations
8347	with
8348	the <span style="font-weight: bold;">dvrp</span>
8349	software (in
8350	m). <br>
8351
8352
8353
8354
8355
8356
8357
8358	</p>
8359
8360
8361
8362
8363
8364
8365
8366	</td>
8367
8368
8369
8370
8371
8372
8373
8374	</tr>
8375
8376
8377
8378
8379
8380
8381
8382	<tr valign="top">
8383
8384
8385
8386
8387
8388
8389
8390	<td style="vertical-align: middle;" width="15%">
8391
8392
8393
8394
8395
8396
8397	<p><a href="chapter_4.2.html#dvrp_username"><b>dvrp_username</b></a></p>
8398
8399
8400
8401
8402
8403
8404
8405	</td>
8406
8407
8408
8409
8410
8411
8412
8413	<td style="vertical-align: middle;" width="5%">
8414
8415
8416
8417
8418
8419
8420	<p>P</p>
8421
8422
8423
8424
8425
8426
8427
8428	</td>
8429
8430
8431
8432
8433
8434
8435
8436	<td style="vertical-align: middle;" width="7%">
8437
8438
8439
8440
8441
8442
8443	<p>C * 80</p>
8444
8445
8446
8447
8448
8449
8450
8451	</td>
8452
8453
8454
8455
8456
8457
8458
8459	<td style="vertical-align: middle;" width="16%">
8460
8461
8462
8463
8464
8465
8466	<p>no default value </p>
8467
8468
8469
8470
8471
8472
8473
8474	</td>
8475
8476
8477
8478
8479
8480
8481
8482	<td style="vertical-align: middle;" width="57%">
8483
8484
8485
8486
8487
8488
8489	<p>User name of a valid account on the computer to which
8490	data
8491	created by the <span style="font-weight: bold;">dvrp</span>
8492	software
8493	is to be
8494	transferred. <br>
8495
8496
8497
8498
8499
8500
8501
8502	</p>
8503
8504
8505
8506
8507
8508
8509
8510	</td>
8511
8512
8513
8514
8515
8516
8517
8518	</tr>
8519
8520
8521
8522
8523
8524
8525
8526	<tr>
8527
8528
8529
8530
8531
8532
8533
8534	<td style="vertical-align: middle;" width="15%">
8535
8536
8537
8538
8539
8540
8541	<p><a href="chapter_4.1.html#dx"><b>dx</b></a></p>
8542
8543
8544
8545
8546
8547
8548
8549	</td>
8550
8551
8552
8553
8554
8555
8556
8557	<td style="vertical-align: middle;" width="5%">
8558
8559
8560
8561
8562
8563
8564	<p>I</p>
8565
8566
8567
8568
8569
8570
8571
8572	</td>
8573
8574
8575
8576
8577
8578
8579
8580	<td style="vertical-align: middle;" width="7%">
8581
8582
8583
8584
8585
8586
8587	<p>R</p>
8588
8589
8590
8591
8592
8593
8594
8595	</td>
8596
8597
8598
8599
8600
8601
8602
8603	<td style="vertical-align: middle;" width="16%">
8604
8605
8606
8607
8608
8609
8610	<p><i>1.0</i></p>
8611
8612
8613
8614
8615
8616
8617
8618	</td>
8619
8620
8621
8622
8623
8624
8625
8626	<td style="vertical-align: middle;" width="57%">
8627
8628
8629
8630
8631
8632
8633	<p>Horizontal grid spacing along the x-direction (in m). <br>
8634
8635
8636
8637
8638
8639
8640
8641	</p>
8642
8643
8644
8645
8646
8647
8648
8649	</td>
8650
8651
8652
8653
8654
8655
8656
8657	</tr>
8658
8659
8660
8661
8662
8663
8664
8665	<tr>
8666
8667
8668
8669
8670
8671
8672
8673	<td style="vertical-align: middle;" width="15%">
8674
8675
8676
8677
8678
8679
8680	<p><a href="chapter_4.1.html#dy"><b>dy</b></a></p>
8681
8682
8683
8684
8685
8686
8687
8688	</td>
8689
8690
8691
8692
8693
8694
8695
8696	<td style="vertical-align: middle;" width="5%">
8697
8698
8699
8700
8701
8702
8703	<p>I</p>
8704
8705
8706
8707
8708
8709
8710
8711	</td>
8712
8713
8714
8715
8716
8717
8718
8719	<td style="vertical-align: middle;" width="7%">
8720
8721
8722
8723
8724
8725
8726	<p>R</p>
8727
8728
8729
8730
8731
8732
8733
8734	</td>
8735
8736
8737
8738
8739
8740
8741
8742	<td style="vertical-align: middle;" width="16%">
8743
8744
8745
8746
8747
8748
8749	<p><i>1.0</i></p>
8750
8751
8752
8753
8754
8755
8756
8757	</td>
8758
8759
8760
8761
8762
8763
8764
8765	<td style="vertical-align: middle;" width="57%">
8766
8767
8768
8769
8770
8771
8772	<p>Horizontal grid spacing along the x-direction (in m). <br>
8773
8774
8775
8776
8777
8778
8779
8780	</p>
8781
8782
8783
8784
8785
8786
8787
8788	</td>
8789
8790
8791
8792
8793
8794
8795
8796	</tr>
8797
8798
8799
8800
8801
8802
8803
8804	<tr>
8805
8806
8807
8808
8809
8810
8811
8812	<td style="vertical-align: middle;" width="15%">
8813
8814
8815
8816
8817
8818
8819	<p><a href="chapter_4.1.html#dz"><b>dz</b></a></p>
8820
8821
8822
8823
8824
8825
8826
8827	</td>
8828
8829
8830
8831
8832
8833
8834
8835	<td style="vertical-align: middle;" width="5%">
8836
8837
8838
8839
8840
8841
8842	<p>I</p>
8843
8844
8845
8846
8847
8848
8849
8850	</td>
8851
8852
8853
8854
8855
8856
8857
8858	<td style="vertical-align: middle;" width="7%">
8859
8860
8861
8862
8863
8864
8865	<p>R</p>
8866
8867
8868
8869
8870
8871
8872
8873	</td>
8874
8875
8876
8877
8878
8879
8880
8881	<td style="vertical-align: middle;" width="16%">
8882
8883
8884
8885
8886
8887
8888	<p>no default, see parameter description </p>
8889
8890
8891
8892
8893
8894
8895
8896	</td>
8897
8898
8899
8900
8901
8902
8903
8904	<td style="vertical-align: middle;" width="57%">
8905
8906
8907
8908
8909
8910
8911	<p>Vertical grid spacing (in m).</p>
8912
8913
8914
8915
8916
8917
8918
8919	</td>
8920
8921
8922
8923
8924
8925
8926
8927	</tr>
8928
8929
8930
8931
8932
8933
8934
8935	<tr>
8936	<td align="undefined" valign="undefined"><a style="font-weight: bold;" href="chapter_4.1.html#dz_max">dz_max</a></td>
8937	<td align="undefined" valign="undefined">I</td>
8938	<td align="undefined" valign="undefined">R</td>
8939	<td align="undefined" valign="undefined"><span style="font-style: italic;">9999999.9</span></td>
8940	<td align="undefined" valign="undefined">Allowed maximum vertical grid spacing (in m).<br>
8941	</td>
8942	</tr>
8943	<tr>
8944
8945
8946
8947
8948
8949
8950
8951	<td style="vertical-align: middle;" width="15%">
8952
8953
8954
8955
8956
8957
8958	<p><a href="chapter_4.1.html#dz_stretch_factor"><b>dz_stretch_factor</b></a></p>
8959
8960
8961
8962
8963
8964
8965
8966	</td>
8967
8968
8969
8970
8971
8972
8973
8974	<td style="vertical-align: middle;" width="5%">
8975
8976
8977
8978
8979
8980
8981	<p>I</p>
8982
8983
8984
8985
8986
8987
8988
8989	</td>
8990
8991
8992
8993
8994
8995
8996
8997	<td style="vertical-align: middle;" width="7%">
8998
8999
9000
9001
9002
9003
9004	<p>R</p>
9005
9006
9007
9008
9009
9010
9011
9012	</td>
9013
9014
9015
9016
9017
9018
9019
9020	<td style="vertical-align: middle;" width="16%">
9021
9022
9023
9024
9025
9026
9027	<p><i>1.08</i></p>
9028
9029
9030
9031
9032
9033
9034
9035	</td>
9036
9037
9038
9039
9040
9041
9042
9043	<td style="vertical-align: middle;" width="57%">
9044
9045
9046
9047
9048
9049
9050	<p>Stretch factor for a vertically stretched grid (see <a href="chapter_4.1.html#dz_stretch_level">dz_stretch_level</a>).</p>
9051
9052
9053
9054
9055
9056
9057
9058	</td>
9059
9060
9061
9062
9063
9064
9065
9066	</tr>
9067
9068
9069
9070
9071
9072
9073
9074	<tr>
9075
9076
9077
9078
9079
9080
9081
9082	<td style="vertical-align: middle;" width="15%">
9083
9084
9085
9086
9087
9088
9089	<p><a href="chapter_4.1.html#dz_stretch_level"><b>dz_stretch_level</b></a></p>
9090
9091
9092
9093
9094
9095
9096
9097	</td>
9098
9099
9100
9101
9102
9103
9104
9105	<td style="vertical-align: middle;" width="5%">
9106
9107
9108
9109
9110
9111
9112	<p>I</p>
9113
9114
9115
9116
9117
9118
9119
9120	</td>
9121
9122
9123
9124
9125
9126
9127
9128	<td style="vertical-align: middle;" width="7%">
9129
9130
9131
9132
9133
9134
9135	<p>R</p>
9136
9137
9138
9139
9140
9141
9142
9143	</td>
9144
9145
9146
9147
9148
9149
9150
9151	<td style="vertical-align: middle;" width="16%">
9152
9153
9154
9155
9156
9157
9158	<p><i>100000.0</i></p>
9159
9160
9161
9162
9163
9164
9165
9166	</td>
9167
9168
9169
9170
9171
9172
9173
9174	<td style="vertical-align: middle;" width="57%">
9175
9176
9177
9178
9179
9180
9181	<p>Height level above which the grid is to be stretched
9182	vertically (in m). <br>
9183
9184
9185
9186
9187
9188
9189
9190	</p>
9191
9192
9193
9194
9195
9196
9197
9198	</td>
9199
9200
9201
9202
9203
9204
9205
9206	</tr>
9207
9208
9209
9210
9211
9212
9213
9214
9215
9216
9217
9218
9219
9220
9221
9222
9223
9224
9225
9226
9227
9228
9229
9230
9231
9232
9233
9234
9235	<tr>
9236
9237
9238
9239
9240
9241
9242
9243	<td><a href="chapter_4.1.html#e_min"><b>e_min</b></a></td>
9244
9245
9246
9247
9248
9249
9250
9251	<td>I</td>
9252
9253
9254
9255
9256
9257
9258
9259	<td>R</td>
9260
9261
9262
9263
9264
9265
9266
9267	<td>0.0</td>
9268
9269
9270
9271
9272
9273
9274
9275	<td>Minimum TKE in m<sup>2</sup>s<sup>-2</sup>.</td>
9276
9277
9278
9279
9280
9281
9282
9283	</tr>
9284
9285
9286
9287
9288
9289
9290
9291	<tr>
9292
9293
9294
9295
9296
9297
9298
9299	<td style="vertical-align: middle;" width="15%">
9300
9301
9302
9303
9304
9305
9306	<p><a href="chapter_4.2.html#end_time"><b>end_time</b></a></p>
9307
9308
9309
9310
9311
9312
9313
9314	</td>
9315
9316
9317
9318
9319
9320
9321
9322	<td style="vertical-align: middle;" width="5%">
9323
9324
9325
9326
9327
9328
9329	<p>R</p>
9330
9331
9332
9333
9334
9335
9336
9337	</td>
9338
9339
9340
9341
9342
9343
9344
9345	<td style="vertical-align: middle;" width="7%">
9346
9347
9348
9349
9350
9351
9352	<p>R</p>
9353
9354
9355
9356
9357
9358
9359
9360	</td>
9361
9362
9363
9364
9365
9366
9367
9368	<td style="vertical-align: middle;" width="16%">
9369
9370
9371
9372
9373
9374
9375	<p><i>0.0</i></p>
9376
9377
9378
9379
9380
9381
9382
9383	</td>
9384
9385
9386
9387
9388
9389
9390
9391	<td style="vertical-align: middle;" width="57%">
9392
9393
9394
9395
9396
9397
9398	<p lang="en-GB"><font face="Thorndale">Simulation
9399	time of the 3D
9400	model (</font>in <font face="Thorndale">s)</font><font face="Thorndale">.</font></p>
9401
9402
9403
9404
9405
9406
9407
9408	</td>
9409
9410
9411
9412
9413
9414
9415
9416	</tr>
9417
9418
9419
9420
9421
9422
9423
9424	<tr>
9425	<td align="undefined" valign="undefined"><a href="chapter_4.2.html#end_time_prel"><span style="font-weight: bold;">end_time_prel</span></a></td>
9426	<td align="undefined" valign="undefined">P</td>
9427	<td align="undefined" valign="undefined">R</td>
9428	<td align="undefined" valign="undefined"><span style="font-style: italic;">9999999.9</span></td>
9429	<td align="undefined" valign="undefined">Time of the last release of particles (in s).</td>
9430	</tr>
9431	<tr>
9432
9433
9434
9435
9436
9437
9438
9439	<td style="vertical-align: middle;" width="15%">
9440
9441
9442
9443
9444
9445
9446	<p><a href="chapter_4.1.html#end_time_1d"><b>end_time_1d</b></a></p>
9447
9448
9449
9450
9451
9452
9453
9454	</td>
9455
9456
9457
9458
9459
9460
9461
9462	<td style="vertical-align: middle;" width="5%">
9463
9464
9465
9466
9467
9468
9469	<p>I</p>
9470
9471
9472
9473
9474
9475
9476
9477	</td>
9478
9479
9480
9481
9482
9483
9484
9485	<td style="vertical-align: middle;" width="7%">
9486
9487
9488
9489
9490
9491
9492	<p>R</p>
9493
9494
9495
9496
9497
9498
9499
9500	</td>
9501
9502
9503
9504
9505
9506
9507
9508	<td style="vertical-align: middle;" width="16%">
9509
9510
9511
9512
9513
9514
9515	<p><i>864000.0</i></p>
9516
9517
9518
9519
9520
9521
9522
9523	</td>
9524
9525
9526
9527
9528
9529
9530
9531	<td style="vertical-align: middle;" width="57%">
9532
9533
9534
9535
9536
9537
9538	<p>Time to be simulated for the 1D-model (in s). </p>
9539
9540
9541
9542
9543
9544
9545
9546	</td>
9547
9548
9549
9550
9551
9552
9553
9554	</tr>
9555
9556
9557
9558
9559
9560
9561
9562
9563
9564
9565
9566
9567
9568
9569	<tr>
9570
9571
9572
9573
9574
9575
9576
9577	<td style="vertical-align: middle;" width="15%">
9578
9579
9580
9581
9582
9583
9584	<p><a href="chapter_4.1.html#fft_method"><b>fft_method</b></a></p>
9585
9586
9587
9588
9589
9590
9591
9592	</td>
9593
9594
9595
9596
9597
9598
9599
9600	<td style="vertical-align: middle;" width="5%">
9601
9602
9603
9604
9605
9606
9607	<p>I</p>
9608
9609
9610
9611
9612
9613
9614
9615	</td>
9616
9617
9618
9619
9620
9621
9622
9623	<td style="vertical-align: middle;" width="7%">
9624
9625
9626
9627
9628
9629
9630	<p>C * 20</p>
9631
9632
9633
9634
9635
9636
9637
9638	</td>
9639
9640
9641
9642
9643
9644
9645
9646	<td style="vertical-align: middle;" width="16%">
9647
9648
9649
9650
9651
9652
9653	<p><i>'system specific'</i></p>
9654
9655
9656
9657
9658
9659
9660
9661	</td>
9662
9663
9664
9665
9666
9667
9668
9669	<td style="vertical-align: middle;" width="57%">
9670
9671
9672
9673
9674
9675
9676	<p>FFT-method to be used.</p>
9677
9678
9679
9680
9681
9682
9683
9684	</td>
9685
9686
9687
9688
9689
9690
9691
9692	</tr>
9693
9694
9695
9696
9697
9698
9699
9700	<tr>
9701
9702
9703
9704
9705
9706
9707
9708	<td style="vertical-align: middle;" width="15%">
9709
9710
9711
9712
9713
9714
9715	<p><a href="chapter_4.2.html#force_print_header"><b>force_print_header</b></a></p>
9716
9717
9718
9719
9720
9721
9722
9723	</td>
9724
9725
9726
9727
9728
9729
9730
9731	<td style="vertical-align: middle;" width="5%">
9732
9733
9734
9735
9736
9737
9738	<p>R</p>
9739
9740
9741
9742
9743
9744
9745
9746	</td>
9747
9748
9749
9750
9751
9752
9753
9754	<td style="vertical-align: middle;" width="7%">
9755
9756
9757
9758
9759
9760
9761	<p>L</p>
9762
9763
9764
9765
9766
9767
9768
9769	</td>
9770
9771
9772
9773
9774
9775
9776
9777	<td style="vertical-align: middle;" width="16%">
9778
9779
9780
9781
9782
9783
9784	<p><i>.F.</i></p>
9785
9786
9787
9788
9789
9790
9791
9792	</td>
9793
9794
9795
9796
9797
9798
9799
9800	<td style="width: 57%; vertical-align: middle;">
9801
9802
9803
9804
9805
9806
9807	<p>Steering of header output to the local file <a href="chapter_3.4.html#RUN_CONTROL">RUN_CONTROL</a>. </p>
9808
9809
9810
9811
9812
9813
9814
9815	</td>
9816
9817
9818
9819
9820
9821
9822
9823	</tr>
9824
9825
9826
9827
9828
9829
9830
9831	<tr>
9832
9833
9834
9835
9836
9837
9838
9839	<td style="vertical-align: middle;" width="15%">
9840
9841
9842
9843
9844
9845
9846	<p><a href="chapter_4.1.html#galilei_transformation"><b>galilei_transformation</b></a></p>
9847
9848
9849
9850
9851
9852
9853
9854	</td>
9855
9856
9857
9858
9859
9860
9861
9862	<td style="vertical-align: middle;" width="5%">
9863
9864
9865
9866
9867
9868
9869	<p>I</p>
9870
9871
9872
9873
9874
9875
9876
9877	</td>
9878
9879
9880
9881
9882
9883
9884
9885	<td style="vertical-align: middle;" width="7%">
9886
9887
9888
9889
9890
9891
9892	<p>L</p>
9893
9894
9895
9896
9897
9898
9899
9900	</td>
9901
9902
9903
9904
9905
9906
9907
9908	<td style="vertical-align: middle;" width="16%">
9909
9910
9911
9912
9913
9914
9915	<p><i>.F.</i></p>
9916
9917
9918
9919
9920
9921
9922
9923	</td>
9924
9925
9926
9927
9928
9929
9930
9931	<td style="vertical-align: middle;" width="57%">
9932
9933
9934
9935
9936
9937
9938	<p>Application of a Galilei-transformation to the
9939	coordinate
9940	system of the model.</p>
9941
9942
9943
9944
9945
9946
9947
9948	</td>
9949
9950
9951
9952
9953
9954
9955
9956	</tr>
9957
9958
9959
9960
9961
9962
9963
9964	<tr>
9965
9966
9967
9968
9969
9970
9971
9972	<td style="vertical-align: middle;" width="15%">
9973
9974
9975
9976
9977
9978
9979	<p><a href="chapter_4.1.html#grid_matching"><b>grid_matching</b></a></p>
9980
9981
9982
9983
9984
9985
9986
9987	</td>
9988
9989
9990
9991
9992
9993
9994
9995	<td style="vertical-align: middle;" width="5%">
9996
9997
9998
9999
10000
10001
10002	<p>I</p>
10003
10004
10005
10006
10007
10008
10009
10010	</td>
10011
10012
10013
10014
10015
10016
10017
10018	<td style="vertical-align: middle;" width="7%">
10019
10020
10021
10022
10023
10024
10025	<p>C * 6</p>
10026
10027
10028
10029
10030
10031
10032
10033	</td>
10034
10035
10036
10037
10038
10039
10040
10041	<td style="vertical-align: middle;" width="16%">
10042
10043
10044
10045
10046
10047
10048	<p><i>'match'</i></p>
10049
10050
10051
10052
10053
10054
10055
10056	</td>
10057
10058
10059
10060
10061
10062
10063
10064	<td style="vertical-align: middle;" width="57%">
10065
10066
10067
10068
10069
10070
10071	<p>Variable to adjust the subdomain sizes in parallel runs.</p>
10072
10073
10074
10075
10076
10077
10078
10079	</td>
10080
10081
10082
10083
10084
10085
10086
10087	</tr>
10088
10089
10090
10091
10092
10093
10094
10095	<tr>
10096
10097
10098
10099
10100
10101
10102
10103	<td style="vertical-align: middle;"><b><a href="chapter_4.1.html#inflow_disturbance_begin"><b>inflow_disturbance_begin</b></a></b></td>
10104
10105
10106
10107
10108
10109
10110
10111	<td style="vertical-align: middle;">I<br>
10112
10113
10114
10115
10116
10117
10118
10119	</td>
10120
10121
10122
10123
10124
10125
10126
10127	<td style="vertical-align: middle;">I<br>
10128
10129
10130
10131
10132
10133
10134
10135	</td>
10136
10137
10138
10139
10140
10141
10142
10143	<td style="vertical-align: middle;"><span style="font-style: italic;">MIN(10,</span><br style="font-style: italic;">
10144
10145
10146
10147
10148
10149
10150
10151	<span style="font-style: italic;">nx/2 or ny/2)</span></td>
10152
10153
10154
10155
10156
10157
10158
10159	<td style="vertical-align: middle;">Lower
10160	limit of the horizontal range for which random perturbations are to be
10161	imposed on the horizontal velocity field (gridpoints).</td>
10162
10163
10164
10165
10166
10167
10168
10169	</tr>
10170
10171
10172
10173
10174
10175
10176
10177	<tr>
10178
10179
10180
10181
10182
10183
10184
10185	<td style="vertical-align: middle;"><b><b><a href="chapter_4.1.html#inflow_disturbance_end"><b>inflow_disturbance_end</b></a></b></b></td>
10186
10187
10188
10189
10190
10191
10192
10193	<td style="vertical-align: middle;">I<br>
10194
10195
10196
10197
10198
10199
10200
10201	</td>
10202
10203
10204
10205
10206
10207
10208
10209	<td style="vertical-align: middle;">I<br>
10210
10211
10212
10213
10214
10215
10216
10217	</td>
10218
10219
10220
10221
10222
10223
10224
10225	<td style="vertical-align: middle;"><span style="font-style: italic;">MIN(100,</span><br style="font-style: italic;">
10226
10227
10228
10229
10230
10231
10232
10233	<span style="font-style: italic;">3/4*nx or</span><br style="font-style: italic;">
10234
10235
10236
10237
10238
10239
10240
10241	<span style="font-style: italic;">3/4*ny)</span></td>
10242
10243
10244
10245
10246
10247
10248
10249	<td style="vertical-align: middle;">Upper
10250	limit of the horizontal range for which random perturbations are
10251	to be imposed on the horizontal velocity field (gridpoints).</td>
10252
10253
10254
10255
10256
10257
10258
10259	</tr>
10260
10261
10262
10263
10264
10265
10266
10267	<tr>
10268
10269
10270
10271
10272
10273
10274
10275	<td style="vertical-align: middle;" width="15%">
10276
10277
10278
10279
10280
10281
10282	<p><a href="chapter_4.1.html#initializing_actions"><b>initializing_actions</b></a></p>
10283
10284
10285
10286
10287
10288
10289
10290	</td>
10291
10292
10293
10294
10295
10296
10297
10298	<td style="vertical-align: middle;" width="5%">
10299
10300
10301
10302
10303
10304
10305	<p>I</p>
10306
10307
10308
10309
10310
10311
10312
10313	</td>
10314
10315
10316
10317
10318
10319
10320
10321	<td style="vertical-align: middle;" width="7%">
10322
10323
10324
10325
10326
10327
10328	<p>C * 100</p>
10329
10330
10331
10332
10333
10334
10335
10336	</td>
10337
10338
10339
10340
10341
10342
10343
10344	<td style="vertical-align: middle;" width="16%">
10345
10346
10347
10348
10349
10350
10351	<p>no default, see parameter description</p>
10352
10353
10354
10355
10356
10357
10358
10359	</td>
10360
10361
10362
10363
10364
10365
10366
10367	<td style="vertical-align: middle;" width="57%">
10368
10369
10370
10371
10372
10373
10374	<p style="font-style: normal;">Initialization
10375	actions
10376	to be carried out. <br>
10377
10378
10379
10380
10381
10382
10383
10384	</p>
10385
10386
10387
10388
10389
10390
10391
10392	</td>
10393
10394
10395
10396
10397
10398
10399
10400	</tr>
10401
10402
10403
10404
10405
10406
10407
10408	<tr>
10409
10410
10411
10412
10413
10414
10415
10416	<td style="vertical-align: top;"><a href="chapter_4.2.html#initial_weighting_factor"><span style="font-weight: bold;">initial_weighting_factor</span></a><br>
10417
10418
10419
10420
10421
10422
10423
10424	</td>
10425
10426
10427
10428
10429
10430
10431
10432	<td style="vertical-align: top;">P<br>
10433
10434
10435
10436
10437
10438
10439
10440	</td>
10441
10442
10443
10444
10445
10446
10447
10448	<td style="vertical-align: top;">R<br>
10449
10450
10451
10452
10453
10454
10455
10456	</td>
10457
10458
10459
10460
10461
10462
10463
10464	<td style="vertical-align: top;"><span style="font-style: italic;">1.0</span><br>
10465
10466
10467
10468
10469
10470
10471
10472	</td>
10473
10474
10475
10476
10477
10478
10479
10480	<td style="vertical-align: top;">Factor to define
10481	the real number of initial droplets in a grid cell.</td>
10482
10483
10484
10485
10486
10487
10488
10489	</tr>
10490
10491
10492
10493
10494
10495
10496
10497	<tr>
10498
10499
10500
10501
10502
10503
10504
10505	<td style="vertical-align: middle;" width="15%">
10506
10507
10508
10509
10510
10511
10512	<p><a href="chapter_4.1.html#km_constant"><b>km_constant</b></a></p>
10513
10514
10515
10516
10517
10518
10519
10520	</td>
10521
10522
10523
10524
10525
10526
10527
10528	<td style="vertical-align: middle;" width="5%">
10529
10530
10531
10532
10533
10534
10535	<p>I</p>
10536
10537
10538
10539
10540
10541
10542
10543	</td>
10544
10545
10546
10547
10548
10549
10550
10551	<td style="vertical-align: middle;" width="7%">
10552
10553
10554
10555
10556
10557
10558	<p>R</p>
10559
10560
10561
10562
10563
10564
10565
10566	</td>
10567
10568
10569
10570
10571
10572
10573
10574	<td style="vertical-align: middle;" width="16%">
10575
10576
10577
10578
10579
10580
10581	<p><i>variable (computed from TKE)</i></p>
10582
10583
10584
10585
10586
10587
10588
10589	</td>
10590
10591
10592
10593
10594
10595
10596
10597	<td style="vertical-align: middle;" width="57%">
10598
10599
10600
10601
10602
10603
10604	<p>Constant eddy diffusivities are used (laminar
10605	simulations). </p>
10606
10607
10608
10609
10610
10611
10612
10613	</td>
10614
10615
10616
10617
10618
10619
10620
10621	</tr>
10622
10623
10624
10625
10626
10627
10628
10629	<tr>
10630
10631
10632
10633
10634
10635
10636
10637	<td style="vertical-align: middle;"><b><a href="chapter_4.1.html#km_damp_max"><b>km_damp_max</b></a></b></td>
10638
10639
10640
10641
10642
10643
10644
10645	<td style="vertical-align: middle;">I<br>
10646
10647
10648
10649
10650
10651
10652
10653	</td>
10654
10655
10656
10657
10658
10659
10660
10661	<td style="vertical-align: middle;">R<br>
10662
10663
10664
10665
10666
10667
10668
10669	</td>
10670
10671
10672
10673
10674
10675
10676
10677	<td style="vertical-align: middle;"><span style="font-style: italic;">0.5*(dx
10678	or dy)</span></td>
10679
10680
10681
10682
10683
10684
10685
10686	<td style="vertical-align: middle;">Maximum
10687	diffusivity used for filtering the velocity field in the vicinity of
10688	the outflow (in m<sup>2</sup>/s).</td>
10689
10690
10691
10692
10693
10694
10695
10696	</tr>
10697
10698
10699
10700
10701
10702
10703
10704	<tr>
10705
10706
10707
10708
10709
10710
10711
10712	<td style="vertical-align: middle;" width="15%">
10713
10714
10715
10716
10717
10718
10719	<p><a href="chapter_4.1.html#long_filter_factor"><b>long_filter_factor</b></a></p>
10720
10721
10722
10723
10724
10725
10726
10727	</td>
10728
10729
10730
10731
10732
10733
10734
10735	<td style="vertical-align: middle;" width="5%">
10736
10737
10738
10739
10740
10741
10742	<p>I</p>
10743
10744
10745
10746
10747
10748
10749
10750	</td>
10751
10752
10753
10754
10755
10756
10757
10758	<td style="vertical-align: middle;" width="7%">
10759
10760
10761
10762
10763
10764
10765	<p>R</p>
10766
10767
10768
10769
10770
10771
10772
10773	</td>
10774
10775
10776
10777
10778
10779
10780
10781	<td style="vertical-align: middle;" width="16%">
10782
10783
10784
10785
10786
10787
10788	<p><i>0.0</i></p>
10789
10790
10791
10792
10793
10794
10795
10796	</td>
10797
10798
10799
10800
10801
10802
10803
10804	<td style="vertical-align: middle;" width="57%">
10805
10806
10807
10808
10809
10810
10811	<p>Filter factor for the so-called Long-filter.</p>
10812
10813
10814
10815
10816
10817
10818
10819	</td>
10820
10821
10822
10823
10824
10825
10826
10827	</tr>
10828
10829
10830
10831
10832
10833
10834
10835	<tr>
10836
10837
10838
10839
10840
10841
10842
10843	<td style="vertical-align: middle;" width="15%">
10844
10845
10846
10847
10848
10849
10850	<p><a href="chapter_4.2.html#maximum_number_of_particles"><b>maximum_number_</b></a>
10851	<br>
10852
10853
10854
10855
10856
10857
10858
10859	<a href="chapter_4.2.html#maximum_number_of_particles"><b>of_particles</b></a></p>
10860
10861
10862
10863
10864
10865
10866
10867	</td>
10868
10869
10870
10871
10872
10873
10874
10875	<td style="vertical-align: middle;" width="5%">
10876
10877
10878
10879
10880
10881
10882	<p>P</p>
10883
10884
10885
10886
10887
10888
10889
10890	</td>
10891
10892
10893
10894
10895
10896
10897
10898	<td style="vertical-align: middle;" width="7%">
10899
10900
10901
10902
10903
10904
10905	<p>I</p>
10906
10907
10908
10909
10910
10911
10912
10913	</td>
10914
10915
10916
10917
10918
10919
10920
10921	<td style="vertical-align: middle;" width="16%">
10922
10923
10924
10925
10926
10927
10928	<p><i>1000</i></p>
10929
10930
10931
10932
10933
10934
10935
10936	</td>
10937
10938
10939
10940
10941
10942
10943
10944	<td style="vertical-align: middle;" width="57%">
10945
10946
10947
10948
10949
10950
10951	<p>Maximum number of particles (on a PE). <br>
10952
10953
10954
10955
10956
10957
10958
10959	</p>
10960
10961
10962
10963
10964
10965
10966
10967	</td>
10968
10969
10970
10971
10972
10973
10974
10975	</tr>
10976
10977
10978
10979
10980
10981
10982
10983	<tr>
10984
10985
10986
10987
10988
10989
10990
10991	<td style="vertical-align: middle;" width="15%">
10992
10993
10994
10995
10996
10997
10998	<p><a href="chapter_4.2.html#maximum_number_of_tailpoints"><b>maximum_number_</b></a>
10999	<br>
11000
11001
11002
11003
11004
11005
11006
11007	<a href="chapter_4.2.html#maximum_number_of_tailpoints"><b>of_tailpoints</b></a></p>
11008
11009
11010
11011
11012
11013
11014
11015	</td>
11016
11017
11018
11019
11020
11021
11022
11023	<td style="vertical-align: middle;" width="5%">
11024
11025
11026
11027
11028
11029
11030	<p>P</p>
11031
11032
11033
11034
11035
11036
11037
11038	</td>
11039
11040
11041
11042
11043
11044
11045
11046	<td style="vertical-align: middle;" width="7%">
11047
11048
11049
11050
11051
11052
11053	<p>I</p>
11054
11055
11056
11057
11058
11059
11060
11061	</td>
11062
11063
11064
11065
11066
11067
11068
11069	<td style="vertical-align: middle;" width="16%">
11070
11071
11072
11073
11074
11075
11076	<p><i>100</i></p>
11077
11078
11079
11080
11081
11082
11083
11084	</td>
11085
11086
11087
11088
11089
11090
11091
11092	<td style="vertical-align: middle;" width="57%">
11093
11094
11095
11096
11097
11098
11099	<p>Maximum number of tailpoints that a particle tail can
11100	have. <br>
11101
11102
11103
11104
11105
11106
11107
11108	</p>
11109
11110
11111
11112
11113
11114
11115
11116	</td>
11117
11118
11119
11120
11121
11122
11123
11124	</tr>
11125
11126
11127
11128
11129
11130
11131
11132	<tr>
11133
11134
11135
11136
11137
11138
11139
11140	<td style="vertical-align: middle;" width="15%">
11141
11142
11143
11144
11145
11146
11147	<p><a href="chapter_4.2.html#maximum_tailpoint_age"><b>maximum_tailpoint_</b></a>
11148	<br>
11149
11150
11151
11152
11153
11154
11155
11156	<a href="chapter_4.2.html#maximum_tailpoint_age"><b>age</b></a></p>
11157
11158
11159
11160
11161
11162
11163
11164	</td>
11165
11166
11167
11168
11169
11170
11171
11172	<td style="vertical-align: middle;" width="5%">
11173
11174
11175
11176
11177
11178
11179	<p>P</p>
11180
11181
11182
11183
11184
11185
11186
11187	</td>
11188
11189
11190
11191
11192
11193
11194
11195	<td style="vertical-align: middle;" width="7%">
11196
11197
11198
11199
11200
11201
11202	<p>R</p>
11203
11204
11205
11206
11207
11208
11209
11210	</td>
11211
11212
11213
11214
11215
11216
11217
11218	<td style="vertical-align: middle;" width="16%">
11219
11220
11221
11222
11223
11224
11225	<p><i>100000.0</i></p>
11226
11227
11228
11229
11230
11231
11232
11233	</td>
11234
11235
11236
11237
11238
11239
11240
11241	<td style="vertical-align: middle;" width="57%">
11242
11243
11244
11245
11246
11247
11248	<p>Maximum age that the end point of a particle tail is allowed to have (in s). <br>
11249
11250
11251
11252
11253
11254
11255
11256	</p>
11257
11258
11259
11260
11261
11262
11263
11264	</td>
11265
11266
11267
11268
11269
11270
11271
11272	</tr>
11273
11274
11275
11276
11277
11278
11279
11280	<tr>
11281	<td><b><a href="chapter_4.2.html#mg_cycles"><b>mg_cycles</b></a></b></td>
11282	<td>R</td>
11283	<td>I</td>
11284	<td><i>- 1</i></td>
11285	<td>Number of cycles to be used with the multi-grid scheme.</td>
11286	</tr>
11287	<tr>
11288	<td><b><b><a href="chapter_4.2.html#mg_switch_to_pe0_level"><b>mg_switch_to_pe0_level</b></a></b></b></td>
11289	<td>R</td>
11290	<td>I</td>
11291	<td>see parameter description</td>
11292	<td>Grid
11293	level at which data shall be gathered on PE0.</td>
11294	</tr>
11295	<tr>
11296
11297
11298
11299
11300
11301
11302
11303	<td style="vertical-align: middle;" width="15%">
11304
11305
11306
11307
11308
11309
11310	<p><a href="chapter_4.2.html#minimum_tailpoint_distance"><b>minimum_tailpoint_</b></a>
11311	<br>
11312
11313
11314
11315
11316
11317
11318
11319	<a href="chapter_4.2.html#minimum_tailpoint_distance"><b>distance</b></a></p>
11320
11321
11322
11323
11324
11325
11326
11327	</td>
11328
11329
11330
11331
11332
11333
11334
11335	<td style="vertical-align: middle;" width="5%">
11336
11337
11338
11339
11340
11341
11342	<p>P</p>
11343
11344
11345
11346
11347
11348
11349
11350	</td>
11351
11352
11353
11354
11355
11356
11357
11358	<td style="vertical-align: middle;" width="7%">
11359
11360
11361
11362
11363
11364
11365	<p>R</p>
11366
11367
11368
11369
11370
11371
11372
11373	</td>
11374
11375
11376
11377
11378
11379
11380
11381	<td style="vertical-align: middle;" width="16%">
11382
11383
11384
11385
11386
11387
11388	<p><i>0.0</i></p>
11389
11390
11391
11392
11393
11394
11395
11396	</td>
11397
11398
11399
11400
11401
11402
11403
11404	<td style="vertical-align: middle;" width="57%">
11405
11406
11407
11408
11409
11410
11411	<p>Minimum distance allowed between two adjacent points of
11412	a
11413	particle tail (in m). <br>
11414
11415
11416
11417
11418
11419
11420
11421	</p>
11422
11423
11424
11425
11426
11427
11428
11429	</td>
11430
11431
11432
11433
11434
11435
11436
11437	</tr>
11438
11439
11440
11441
11442
11443
11444
11445	<tr>
11446	<td><a href="chapter_4.1.html#mixing_length_1d"><span style="font-weight: bold;">mixing_length_1d</span></a></td>
11447	<td>I</td>
11448	<td>C * 20</td>
11449	<td><span style="font-style: italic;">'as_in_3d_model'</span></td>
11450	<td>Mixing length used in the 1d-model.</td>
11451	</tr>
11452
11453
11454
11455
11456
11457
11458
11459
11460
11461
11462
11463
11464
11465
11466	<tr valign="top">
11467
11468
11469
11470
11471
11472
11473
11474	<td style="vertical-align: middle;" width="15%">
11475
11476
11477
11478
11479
11480
11481	<p><a href="chapter_4.2.html#mode_dvrp"><b>mode_dvrp</b></a></p>
11482
11483
11484
11485
11486
11487
11488
11489	</td>
11490
11491
11492
11493
11494
11495
11496
11497	<td style="vertical-align: middle;" width="5%">
11498
11499
11500
11501
11502
11503
11504	<p>P</p>
11505
11506
11507
11508
11509
11510
11511
11512	</td>
11513
11514
11515
11516
11517
11518
11519
11520	<td style="vertical-align: middle;" width="7%">
11521
11522
11523
11524
11525
11526
11527	<p>C * 20 (10)</p>
11528
11529
11530
11531
11532
11533
11534
11535	</td>
11536
11537
11538
11539
11540
11541
11542
11543	<td style="vertical-align: middle;" width="16%">
11544
11545
11546
11547
11548
11549
11550	<p><i>10 * ' '</i></p>
11551
11552
11553
11554
11555
11556
11557
11558	</td>
11559
11560
11561
11562
11563
11564
11565
11566	<td style="vertical-align: middle;" width="57%">
11567
11568
11569
11570
11571
11572
11573	<p>Graphical objects (isosurfaces, slicers, particles)
11574	which are
11575	to be created by the <span style="font-weight: bold;">dvrp</span>
11576	software. <br>
11577
11578
11579
11580
11581
11582
11583
11584	</p>
11585
11586
11587
11588
11589
11590
11591
11592	</td>
11593
11594
11595
11596
11597
11598
11599
11600	</tr>
11601
11602
11603
11604
11605
11606
11607
11608	<tr>
11609
11610
11611
11612
11613
11614
11615
11616	<td style="vertical-align: middle;" width="15%">
11617
11618
11619
11620
11621
11622
11623	<p><a href="chapter_4.1.html#moisture"><b>moisture</b></a></p>
11624
11625
11626
11627
11628
11629
11630
11631	</td>
11632
11633
11634
11635
11636
11637
11638
11639	<td style="vertical-align: middle;" width="5%">
11640
11641
11642
11643
11644
11645
11646	<p>I</p>
11647
11648
11649
11650
11651
11652
11653
11654	</td>
11655
11656
11657
11658
11659
11660
11661
11662	<td style="vertical-align: middle;" width="7%">
11663
11664
11665
11666
11667
11668
11669	<p>L</p>
11670
11671
11672
11673
11674
11675
11676
11677	</td>
11678
11679
11680
11681
11682
11683
11684
11685	<td style="vertical-align: middle;" width="16%">
11686
11687
11688
11689
11690
11691
11692	<p><i>.F.</i></p>
11693
11694
11695
11696
11697
11698
11699
11700	</td>
11701
11702
11703
11704
11705
11706
11707
11708	<td style="vertical-align: middle;" width="57%">
11709
11710
11711
11712
11713
11714
11715	<p>Parameter to switch on the prognostic equation for
11716	specific
11717	humidity q.</p>
11718
11719
11720
11721
11722
11723
11724
11725	</td>
11726
11727
11728
11729
11730
11731
11732
11733	</tr>
11734
11735
11736
11737
11738
11739
11740
11741	<tr>
11742
11743
11744
11745
11746
11747
11748
11749	<td style="vertical-align: middle;" width="15%">
11750
11751
11752
11753
11754
11755
11756	<p><a href="chapter_4.1.html#momentum_advec"><b>momentum_advec</b></a></p>
11757
11758
11759
11760
11761
11762
11763
11764	</td>
11765
11766
11767
11768
11769
11770
11771
11772	<td style="vertical-align: middle;" width="5%">
11773
11774
11775
11776
11777
11778
11779	<p>I</p>
11780
11781
11782
11783
11784
11785
11786
11787	</td>
11788
11789
11790
11791
11792
11793
11794
11795	<td style="vertical-align: middle;" width="7%">
11796
11797
11798
11799
11800
11801
11802	<p>C * 10</p>
11803
11804
11805
11806
11807
11808
11809
11810	</td>
11811
11812
11813
11814
11815
11816
11817
11818	<td style="vertical-align: middle;" width="16%">
11819
11820
11821
11822
11823
11824
11825	<p><i>'pw-scheme</i>'</p>
11826
11827
11828
11829
11830
11831
11832
11833	</td>
11834
11835
11836
11837
11838
11839
11840
11841	<td style="vertical-align: middle;" width="57%">
11842
11843
11844
11845
11846
11847
11848	<p>Advection scheme to be used for the momentum equations.</p>
11849
11850
11851
11852
11853
11854
11855
11856	</td>
11857
11858
11859
11860
11861
11862
11863
11864	</tr>
11865
11866
11867
11868
11869
11870
11871
11872	<tr>
11873	<td><a href="chapter_4.1.html#netcdf_precision"><span style="font-weight: bold;">netcdf_precision</span></a></td>
11874	<td>I</td>
11875	<td>C * 20 (10)</td>
11876	<td><span style="font-style: italic;">single preci</span><span style="font-style: italic;">sion for all</span><br style="font-style: italic;">
11877
11878	<span style="font-style: italic;">output quan</span><span style="font-style: italic;">tities</span></td>
11879	<td>Defines the accuracy of the NetCDF output.<br>
11880
11881	</td>
11882	</tr>
11883	<tr>
11884	<td><a href="chapter_4.2.html#netcdf_64bit"><span style="font-weight: bold;">netcdf_64bit</span></a></td>
11885	<td>R</td>
11886	<td>L</td>
11887	<td><span style="font-style: italic;">.F.</span></td>
11888	<td>NetCDF files will have 64 bit offset format.</td>
11889	</tr>
11890	<tr><td><a style="font-weight: bold;" href="chapter_4.2.html#netcdf_64bit_3d">netcdf_64bit_3d</a></td><td>R</td><td>L</td><td><span style="font-style: italic;">.T.</span></td><td>NetCDF files containing 3d volume data will have 64 bit offset format.</td></tr><tr valign="top">
11891
11892
11893
11894
11895
11896
11897
11898	<td style="vertical-align: middle;" width="15%">
11899
11900
11901
11902
11903
11904
11905	<p><a href="chapter_4.2.html#ngsrb"><b>ngsrb</b></a></p>
11906
11907
11908
11909
11910
11911
11912
11913	</td>
11914
11915
11916
11917
11918
11919
11920
11921	<td style="vertical-align: middle;" width="5%">
11922
11923
11924
11925
11926
11927
11928	<p>R</p>
11929
11930
11931
11932
11933
11934
11935
11936	</td>
11937
11938
11939
11940
11941
11942
11943
11944	<td style="vertical-align: middle;" width="7%">
11945
11946
11947
11948
11949
11950
11951	<p>I</p>
11952
11953
11954
11955
11956
11957
11958
11959	</td>
11960
11961
11962
11963
11964
11965
11966
11967	<td style="vertical-align: middle;" width="16%">
11968
11969
11970
11971
11972
11973
11974	<p><i>2</i></p>
11975
11976
11977
11978
11979
11980
11981
11982	</td>
11983
11984
11985
11986
11987
11988
11989
11990	<td style="vertical-align: middle;" width="57%">
11991
11992
11993
11994
11995
11996
11997	<p>Grid
11998	level at which data shall be gathered on PE0.</p>
11999
12000
12001
12002
12003
12004
12005
12006	</td>
12007
12008
12009
12010
12011
12012
12013
12014	</tr>
12015
12016
12017
12018
12019
12020
12021
12022	<tr>
12023
12024
12025
12026
12027
12028
12029
12030	<td style="vertical-align: middle;" width="15%">
12031
12032
12033
12034
12035
12036
12037	<p><a href="chapter_4.2.html#normalizing_region"><b>normalizing_region</b></a></p>
12038
12039
12040
12041
12042
12043
12044
12045	</td>
12046
12047
12048
12049
12050
12051
12052
12053	<td style="vertical-align: middle;" width="5%">
12054
12055
12056
12057
12058
12059
12060	<p>R</p>
12061
12062
12063
12064
12065
12066
12067
12068	</td>
12069
12070
12071
12072
12073
12074
12075
12076	<td style="vertical-align: middle;" width="7%">
12077
12078
12079
12080
12081
12082
12083	<p>I</p>
12084
12085
12086
12087
12088
12089
12090
12091	</td>
12092
12093
12094
12095
12096
12097
12098
12099	<td style="vertical-align: middle;" width="16%">
12100
12101
12102
12103
12104
12105
12106	<p><i>0</i></p>
12107
12108
12109
12110
12111
12112
12113
12114	</td>
12115
12116
12117
12118
12119
12120
12121
12122	<td style="vertical-align: middle;" width="57%">
12123
12124
12125
12126
12127
12128
12129	<p>Determines the subdomain from which the normalization
12130	quantities are calculated. <br>
12131
12132
12133
12134
12135
12136
12137
12138	</p>
12139
12140
12141
12142
12143
12144
12145
12146	</td>
12147
12148
12149
12150
12151
12152
12153
12154	</tr>
12155
12156
12157
12158
12159
12160
12161
12162	<tr>
12163
12164
12165
12166
12167
12168
12169
12170	<td style="vertical-align: middle;" width="15%">
12171
12172
12173
12174
12175
12176
12177	<p><a href="chapter_4.1.html#npex"><b>npex</b></a></p>
12178
12179
12180
12181
12182
12183
12184
12185	</td>
12186
12187
12188
12189
12190
12191
12192
12193	<td style="vertical-align: middle;" width="5%">
12194
12195
12196
12197
12198
12199
12200	<p>I</p>
12201
12202
12203
12204
12205
12206
12207
12208	</td>
12209
12210
12211
12212
12213
12214
12215
12216	<td style="vertical-align: middle;" width="7%">
12217
12218
12219
12220
12221
12222
12223	<p>I</p>
12224
12225
12226
12227
12228
12229
12230
12231	</td>
12232
12233
12234
12235
12236
12237
12238
12239	<td style="vertical-align: middle;" width="16%">
12240
12241
12242
12243
12244
12245
12246	<p>no default, see parameter description</p>
12247
12248
12249
12250
12251
12252
12253
12254	</td>
12255
12256
12257
12258
12259
12260
12261
12262	<td style="vertical-align: middle;" width="57%">
12263
12264
12265
12266
12267
12268
12269	<p>Number of processors along x-direction of the virtual
12270	processor
12271	net. <br>
12272
12273
12274
12275
12276
12277
12278
12279	</p>
12280
12281
12282
12283
12284
12285
12286
12287	</td>
12288
12289
12290
12291
12292
12293
12294
12295	</tr>
12296
12297
12298
12299
12300
12301
12302
12303	<tr>
12304
12305
12306
12307
12308
12309
12310
12311	<td style="vertical-align: middle;" width="15%">
12312
12313
12314
12315
12316
12317
12318	<p><a href="chapter_4.1.html#npey"><b>npey</b></a></p>
12319
12320
12321
12322
12323
12324
12325
12326	</td>
12327
12328
12329
12330
12331
12332
12333
12334	<td style="vertical-align: middle;" width="5%">
12335
12336
12337
12338
12339
12340
12341	<p>I</p>
12342
12343
12344
12345
12346
12347
12348
12349	</td>
12350
12351
12352
12353
12354
12355
12356
12357	<td style="vertical-align: middle;" width="7%">
12358
12359
12360
12361
12362
12363
12364	<p>I</p>
12365
12366
12367
12368
12369
12370
12371
12372	</td>
12373
12374
12375
12376
12377
12378
12379
12380	<td style="vertical-align: middle;" width="16%">
12381
12382
12383
12384
12385
12386
12387	<p>no default, see parameter description</p>
12388
12389
12390
12391
12392
12393
12394
12395	</td>
12396
12397
12398
12399
12400
12401
12402
12403	<td style="vertical-align: middle;" width="57%">
12404
12405
12406
12407
12408
12409
12410	<p>Number of processors along y-direction of the virtual
12411	processor
12412	net. <br>
12413
12414
12415
12416
12417
12418
12419
12420	</p>
12421
12422
12423
12424
12425
12426
12427
12428	</td>
12429
12430
12431
12432
12433
12434
12435
12436	</tr>
12437
12438
12439
12440
12441
12442
12443
12444	<tr>
12445
12446
12447
12448
12449
12450
12451
12452	<td style="vertical-align: middle;" width="15%">
12453
12454
12455
12456
12457
12458
12459	<p><a href="chapter_4.2.html#nsor"><b>nsor</b></a></p>
12460
12461
12462
12463
12464
12465
12466
12467	</td>
12468
12469
12470
12471
12472
12473
12474
12475	<td style="vertical-align: middle;" width="5%">
12476
12477
12478
12479
12480
12481
12482	<p>R</p>
12483
12484
12485
12486
12487
12488
12489
12490	</td>
12491
12492
12493
12494
12495
12496
12497
12498	<td style="vertical-align: middle;" width="7%">
12499
12500
12501
12502
12503
12504
12505	<p>I</p>
12506
12507
12508
12509
12510
12511
12512
12513	</td>
12514
12515
12516
12517
12518
12519
12520
12521	<td style="vertical-align: middle;" width="16%">
12522
12523
12524
12525
12526
12527
12528	<p><i>20</i></p>
12529
12530
12531
12532
12533
12534
12535
12536	</td>
12537
12538
12539
12540
12541
12542
12543
12544	<td style="vertical-align: middle;" width="57%">
12545
12546
12547
12548
12549
12550
12551	<p>Number of iterations to be used with the SOR-scheme. <br>
12552
12553
12554
12555
12556
12557
12558
12559	</p>
12560
12561
12562
12563
12564
12565
12566
12567	</td>
12568
12569
12570
12571
12572
12573
12574
12575	</tr>
12576
12577
12578
12579
12580
12581
12582
12583	<tr>
12584
12585
12586
12587
12588
12589
12590
12591	<td style="vertical-align: middle;" width="15%">
12592
12593
12594
12595
12596
12597
12598	<p><a href="chapter_4.1.html#nsor_ini"><b>nsor_ini</b></a></p>
12599
12600
12601
12602
12603
12604
12605
12606	</td>
12607
12608
12609
12610
12611
12612
12613
12614	<td style="vertical-align: middle;" width="5%">
12615
12616
12617
12618
12619
12620
12621	<p>I</p>
12622
12623
12624
12625
12626
12627
12628
12629	</td>
12630
12631
12632
12633
12634
12635
12636
12637	<td style="vertical-align: middle;" width="7%">
12638
12639
12640
12641
12642
12643
12644	<p>I</p>
12645
12646
12647
12648
12649
12650
12651
12652	</td>
12653
12654
12655
12656
12657
12658
12659
12660	<td style="vertical-align: middle;" width="16%">
12661
12662
12663
12664
12665
12666
12667	<p><i>100</i></p>
12668
12669
12670
12671
12672
12673
12674
12675	</td>
12676
12677
12678
12679
12680
12681
12682
12683	<td style="vertical-align: middle;" width="57%">
12684
12685
12686
12687
12688
12689
12690	<p>Initial number of iterations with the SOR algorithm</p>
12691
12692
12693
12694
12695
12696
12697
12698	</td>
12699
12700
12701
12702
12703
12704
12705
12706	</tr>
12707
12708
12709
12710
12711
12712
12713
12714	<tr>
12715	<td><a href="chapter_4.2.html#number_of_particle_groups"><span style="font-weight: bold;">number_of_particle_groups</span></a></td>
12716	<td>P</td>
12717	<td>I</td>
12718	<td><span style="font-style: italic;">1</span></td>
12719	<td>Number of particle groups to be used.</td>
12720	</tr>
12721	<tr>
12722
12723
12724
12725
12726
12727
12728
12729	<td style="vertical-align: middle;" width="15%">
12730
12731
12732
12733
12734
12735
12736	<p><a href="chapter_4.1.html#nx"><b>nx</b></a></p>
12737
12738
12739
12740
12741
12742
12743
12744	</td>
12745
12746
12747
12748
12749
12750
12751
12752	<td style="vertical-align: middle;" width="5%">
12753
12754
12755
12756
12757
12758
12759	<p>I</p>
12760
12761
12762
12763
12764
12765
12766
12767	</td>
12768
12769
12770
12771
12772
12773
12774
12775	<td style="vertical-align: middle;" width="7%">
12776
12777
12778
12779
12780
12781
12782	<p>I</p>
12783
12784
12785
12786
12787
12788
12789
12790	</td>
12791
12792
12793
12794
12795
12796
12797
12798	<td style="vertical-align: middle;" width="16%">
12799
12800
12801
12802
12803
12804
12805	<p>no default, see parameter description</p>
12806
12807
12808
12809
12810
12811
12812
12813	</td>
12814
12815
12816
12817
12818
12819
12820
12821	<td style="vertical-align: middle;" width="57%">
12822
12823
12824
12825
12826
12827
12828	<p>Number of grid points in x-direction. <br>
12829
12830
12831
12832
12833
12834
12835
12836	</p>
12837
12838
12839
12840
12841
12842
12843
12844	</td>
12845
12846
12847
12848
12849
12850
12851
12852	</tr>
12853
12854
12855
12856
12857
12858
12859
12860	<tr>
12861
12862
12863
12864
12865
12866
12867
12868	<td style="vertical-align: middle;" width="15%">
12869
12870
12871
12872
12873
12874
12875	<p><a href="chapter_4.1.html#ny"><b>ny</b></a></p>
12876
12877
12878
12879
12880
12881
12882
12883	</td>
12884
12885
12886
12887
12888
12889
12890
12891	<td style="vertical-align: middle;" width="5%">
12892
12893
12894
12895
12896
12897
12898	<p>I</p>
12899
12900
12901
12902
12903
12904
12905
12906	</td>
12907
12908
12909
12910
12911
12912
12913
12914	<td style="vertical-align: middle;" width="7%">
12915
12916
12917
12918
12919
12920
12921	<p>I</p>
12922
12923
12924
12925
12926
12927
12928
12929	</td>
12930
12931
12932
12933
12934
12935
12936
12937	<td style="vertical-align: middle;" width="16%">
12938
12939
12940
12941
12942
12943
12944	<p>no default, see parameter description</p>
12945
12946
12947
12948
12949
12950
12951
12952	</td>
12953
12954
12955
12956
12957
12958
12959
12960	<td style="vertical-align: middle;" width="57%">
12961
12962
12963
12964
12965
12966
12967	<p>Number of grid points in y-direction.</p>
12968
12969
12970
12971
12972
12973
12974
12975	</td>
12976
12977
12978
12979
12980
12981
12982
12983	</tr>
12984
12985
12986
12987
12988
12989
12990
12991	<tr>
12992
12993
12994
12995
12996
12997
12998
12999	<td style="vertical-align: middle;" width="15%">
13000
13001
13002
13003
13004
13005
13006	<p><a href="chapter_4.1.html#nz"><b>nz</b></a></p>
13007
13008
13009
13010
13011
13012
13013
13014	</td>
13015
13016
13017
13018
13019
13020
13021
13022	<td style="vertical-align: middle;" width="5%">
13023
13024
13025
13026
13027
13028
13029	<p>I</p>
13030
13031
13032
13033
13034
13035
13036
13037	</td>
13038
13039
13040
13041
13042
13043
13044
13045	<td style="vertical-align: middle;" width="7%">
13046
13047
13048
13049
13050
13051
13052	<p>I</p>
13053
13054
13055
13056
13057
13058
13059
13060	</td>
13061
13062
13063
13064
13065
13066
13067
13068	<td style="vertical-align: middle;" width="16%">
13069
13070
13071
13072
13073
13074
13075	<p>no default, see parameter description</p>
13076
13077
13078
13079
13080
13081
13082
13083	</td>
13084
13085
13086
13087
13088
13089
13090
13091	<td style="vertical-align: middle;" width="57%">
13092
13093
13094
13095
13096
13097
13098	<p>Number of grid points in z-direction.</p>
13099
13100
13101
13102
13103
13104
13105
13106	</td>
13107
13108
13109
13110
13111
13112
13113
13114	</tr>
13115
13116
13117
13118
13119
13120
13121
13122	<tr>
13123
13124
13125
13126
13127
13128
13129
13130	<td style="vertical-align: middle;" width="15%">
13131
13132
13133
13134
13135
13136
13137	<p><a href="chapter_4.2.html#nz_do3d"><b>nz_do3d</b></a></p>
13138
13139
13140
13141
13142
13143
13144
13145	</td>
13146
13147
13148
13149
13150
13151
13152
13153	<td style="vertical-align: middle;" width="5%">
13154
13155
13156
13157
13158
13159
13160	<p>R</p>
13161
13162
13163
13164
13165
13166
13167
13168	</td>
13169
13170
13171
13172
13173
13174
13175
13176	<td style="vertical-align: middle;" width="7%">
13177
13178
13179
13180
13181
13182
13183	<p>I</p>
13184
13185
13186
13187
13188
13189
13190
13191	</td>
13192
13193
13194
13195
13196
13197
13198
13199	<td style="vertical-align: middle;" width="16%">
13200
13201
13202
13203
13204
13205
13206	<p><i>nz+1</i></p>
13207
13208
13209
13210
13211
13212
13213
13214	</td>
13215
13216
13217
13218
13219
13220
13221
13222	<td style="vertical-align: middle;" width="57%">
13223
13224
13225	Limits the output of 3d volume data along the vertical direction (grid point index k).</td>
13226
13227
13228
13229
13230
13231
13232
13233	</tr>
13234
13235
13236
13237
13238
13239
13240
13241	<tr>
13242
13243
13244
13245
13246
13247
13248
13249	<td style="vertical-align: middle;" width="15%">
13250
13251
13252
13253
13254
13255
13256	<p><a href="chapter_4.1.html#omega"><b>omega</b></a></p>
13257
13258
13259
13260
13261
13262
13263
13264	</td>
13265
13266
13267
13268
13269
13270
13271
13272	<td style="vertical-align: middle;" width="5%">
13273
13274
13275
13276
13277
13278
13279	<p>I</p>
13280
13281
13282
13283
13284
13285
13286
13287	</td>
13288
13289
13290
13291
13292
13293
13294
13295	<td style="vertical-align: middle;" width="7%">
13296
13297
13298
13299
13300
13301
13302	<p>R</p>
13303
13304
13305
13306
13307
13308
13309
13310	</td>
13311
13312
13313
13314
13315
13316
13317
13318	<td style="vertical-align: middle;" width="16%">
13319
13320
13321
13322
13323
13324
13325	<p><i>7.29212E-5</i></p>
13326
13327
13328
13329
13330
13331
13332
13333	</td>
13334
13335
13336
13337
13338
13339
13340
13341	<td style="vertical-align: middle;" width="57%">
13342
13343
13344
13345
13346
13347
13348	<p>Angular velocity of the rotating system (in rad s<sup>-1</sup>). </p>
13349
13350
13351
13352
13353
13354
13355
13356	</td>
13357
13358
13359
13360
13361
13362
13363
13364	</tr>
13365
13366
13367
13368
13369
13370
13371
13372	<tr>
13373
13374
13375
13376
13377
13378
13379
13380	<td style="vertical-align: middle;" width="15%">
13381
13382
13383
13384
13385
13386
13387	<p><a href="chapter_4.2.html#omega_sor"><b>omega_sor</b></a></p>
13388
13389
13390
13391
13392
13393
13394
13395	</td>
13396
13397
13398
13399
13400
13401
13402
13403	<td style="vertical-align: middle;" width="5%">
13404
13405
13406
13407
13408
13409
13410	<p>R</p>
13411
13412
13413
13414
13415
13416
13417
13418	</td>
13419
13420
13421
13422
13423
13424
13425
13426	<td style="vertical-align: middle;" width="7%">
13427
13428
13429
13430
13431
13432
13433	<p>R</p>
13434
13435
13436
13437
13438
13439
13440
13441	</td>
13442
13443
13444
13445
13446
13447
13448
13449	<td style="vertical-align: middle;" width="16%">
13450
13451
13452
13453
13454
13455
13456	<p><i>1.8</i></p>
13457
13458
13459
13460
13461
13462
13463
13464	</td>
13465
13466
13467
13468
13469
13470
13471
13472	<td style="vertical-align: middle;" width="57%">
13473
13474
13475
13476
13477
13478
13479	<p>Convergence factor to be used with the the SOR-scheme. <br>
13480
13481
13482
13483
13484
13485
13486
13487	</p>
13488
13489
13490
13491
13492
13493
13494
13495	</td>
13496
13497
13498
13499
13500
13501
13502
13503	</tr>
13504
13505
13506
13507
13508
13509
13510
13511	<tr>
13512
13513
13514
13515
13516
13517
13518
13519	<td style="vertical-align: middle;"><b><a href="chapter_4.2.html#outflow_damping_width"><b>outflow_damping_width</b></a></b></td>
13520
13521
13522
13523
13524
13525
13526
13527	<td style="vertical-align: middle;">I<br>
13528
13529
13530
13531
13532
13533
13534
13535	</td>
13536
13537
13538
13539
13540
13541
13542
13543	<td style="vertical-align: middle;">I<br>
13544
13545
13546
13547
13548
13549
13550
13551	</td>
13552
13553
13554
13555
13556
13557
13558
13559	<td style="vertical-align: middle;"><span style="font-style: italic;">MIN(20,
13560	nx/2</span> or <span style="font-style: italic;">ny/2)</span></td>
13561
13562
13563
13564
13565
13566
13567
13568	<td style="vertical-align: middle;">Width of
13569	the damping range in the vicinity of the outflow (gridpoints).</td>
13570
13571
13572
13573
13574
13575
13576
13577	</tr>
13578
13579
13580
13581
13582
13583
13584
13585	<tr>
13586
13587
13588
13589
13590
13591
13592
13593	<td style="vertical-align: middle;" width="15%">
13594
13595
13596
13597
13598
13599
13600	<p><a href="chapter_4.1.html#overshoot_limit_e"><b>overshoot_limit_e</b></a></p>
13601
13602
13603
13604
13605
13606
13607
13608	</td>
13609
13610
13611
13612
13613
13614
13615
13616	<td style="vertical-align: middle;" width="5%">
13617
13618
13619
13620
13621
13622
13623	<p>I</p>
13624
13625
13626
13627
13628
13629
13630
13631	</td>
13632
13633
13634
13635
13636
13637
13638
13639	<td style="vertical-align: middle;" width="7%">
13640
13641
13642
13643
13644
13645
13646	<p>R</p>
13647
13648
13649
13650
13651
13652
13653
13654	</td>
13655
13656
13657
13658
13659
13660
13661
13662	<td style="vertical-align: middle;" width="16%">
13663
13664
13665
13666
13667
13668
13669	<p><i>0.0</i></p>
13670
13671
13672
13673
13674
13675
13676
13677	</td>
13678
13679
13680
13681
13682
13683
13684
13685	<td style="vertical-align: middle;" width="57%">
13686
13687
13688
13689
13690
13691
13692	<p>Allowed limit for the overshooting of subgrid-scale TKE
13693	in
13694	case that the upstream-spline scheme is switched on (in m<sup>2</sup>/s<sup>2</sup>).</p>
13695
13696
13697
13698
13699
13700
13701
13702	</td>
13703
13704
13705
13706
13707
13708
13709
13710	</tr>
13711
13712
13713
13714
13715
13716
13717
13718	<tr>
13719
13720
13721
13722
13723
13724
13725
13726	<td style="vertical-align: middle;" width="15%">
13727
13728
13729
13730
13731
13732
13733	<p><a href="chapter_4.1.html#overshoot_limit_pt"><b>overshoot_limit_pt</b></a></p>
13734
13735
13736
13737
13738
13739
13740
13741	</td>
13742
13743
13744
13745
13746
13747
13748
13749	<td style="vertical-align: middle;" width="5%">
13750
13751
13752
13753
13754
13755
13756	<p>I</p>
13757
13758
13759
13760
13761
13762
13763
13764	</td>
13765
13766
13767
13768
13769
13770
13771
13772	<td style="vertical-align: middle;" width="7%">
13773
13774
13775
13776
13777
13778
13779	<p>R</p>
13780
13781
13782
13783
13784
13785
13786
13787	</td>
13788
13789
13790
13791
13792
13793
13794
13795	<td style="vertical-align: middle;" width="16%">
13796
13797
13798
13799
13800
13801
13802	<p><i>0.0</i></p>
13803
13804
13805
13806
13807
13808
13809
13810	</td>
13811
13812
13813
13814
13815
13816
13817
13818	<td style="vertical-align: middle;" width="57%">
13819
13820
13821
13822
13823
13824
13825	<p>Allowed limit for the overshooting of potential
13826	temperature in
13827	case that the upstream-spline scheme is switched on (in K). <br>
13828
13829
13830
13831
13832
13833
13834
13835	</p>
13836
13837
13838
13839
13840
13841
13842
13843	</td>
13844
13845
13846
13847
13848
13849
13850
13851	</tr>
13852
13853
13854
13855
13856
13857
13858
13859	<tr>
13860
13861
13862
13863
13864
13865
13866
13867	<td style="vertical-align: middle;" width="15%">
13868
13869
13870
13871
13872
13873
13874	<p><a href="chapter_4.1.html#overshoot_limit_u"><b>overshoot_limit_u</b></a></p>
13875
13876
13877
13878
13879
13880
13881
13882	</td>
13883
13884
13885
13886
13887
13888
13889
13890	<td style="vertical-align: middle;" width="5%">
13891
13892
13893
13894
13895
13896
13897	<p>I</p>
13898
13899
13900
13901
13902
13903
13904
13905	</td>
13906
13907
13908
13909
13910
13911
13912
13913	<td style="vertical-align: middle;" width="7%">
13914
13915
13916
13917
13918
13919
13920	<p>R</p>
13921
13922
13923
13924
13925
13926
13927
13928	</td>
13929
13930
13931
13932
13933
13934
13935
13936	<td style="vertical-align: middle;" width="16%">
13937
13938
13939
13940
13941
13942
13943	<p><i>0.0</i></p>
13944
13945
13946
13947
13948
13949
13950
13951	</td>
13952
13953
13954
13955
13956
13957
13958
13959	<td style="vertical-align: middle;" width="57%">
13960
13961
13962
13963
13964
13965
13966	<p>Allowed limit for the
13967	overshooting of
13968	the u-component of velocity in case that the upstream-spline scheme is
13969	switched on (in m/s).</p>
13970
13971
13972
13973
13974
13975
13976
13977	</td>
13978
13979
13980
13981
13982
13983
13984
13985	</tr>
13986
13987
13988
13989
13990
13991
13992
13993	<tr>
13994
13995
13996
13997
13998
13999
14000
14001	<td style="vertical-align: middle;" width="15%">
14002
14003
14004
14005
14006
14007
14008	<p><a href="chapter_4.1.html#overshoot_limit_v"><b>overshoot_limit_v</b></a></p>
14009
14010
14011
14012
14013
14014
14015
14016	</td>
14017
14018
14019
14020
14021
14022
14023
14024	<td style="vertical-align: middle;" width="5%">
14025
14026
14027
14028
14029
14030
14031	<p>I</p>
14032
14033
14034
14035
14036
14037
14038
14039	</td>
14040
14041
14042
14043
14044
14045
14046
14047	<td style="vertical-align: middle;" width="7%">
14048
14049
14050
14051
14052
14053
14054	<p>R</p>
14055
14056
14057
14058
14059
14060
14061
14062	</td>
14063
14064
14065
14066
14067
14068
14069
14070	<td style="vertical-align: middle;" width="16%">
14071
14072
14073
14074
14075
14076
14077	<p><i>0.0</i></p>
14078
14079
14080
14081
14082
14083
14084
14085	</td>
14086
14087
14088
14089
14090
14091
14092
14093	<td style="vertical-align: middle;" width="57%">
14094
14095
14096
14097
14098
14099
14100	<p>Allowed limit for the overshooting of the v-component of
14101	velocity in case that the upstream-spline scheme is switched on
14102	(in m/s). <br>
14103
14104
14105
14106
14107
14108
14109
14110	</p>
14111
14112
14113
14114
14115
14116
14117
14118	</td>
14119
14120
14121
14122
14123
14124
14125
14126	</tr>
14127
14128
14129
14130
14131
14132
14133
14134	<tr>
14135
14136
14137
14138
14139
14140
14141
14142	<td style="vertical-align: middle;" width="15%">
14143
14144
14145
14146
14147
14148
14149	<p><a href="chapter_4.1.html#overshoot_limit_w"><b>overshoot_limit_w</b></a></p>
14150
14151
14152
14153
14154
14155
14156
14157	</td>
14158
14159
14160
14161
14162
14163
14164
14165	<td style="vertical-align: middle;" width="5%">
14166
14167
14168
14169
14170
14171
14172	<p>I</p>
14173
14174
14175
14176
14177
14178
14179
14180	</td>
14181
14182
14183
14184
14185
14186
14187
14188	<td style="vertical-align: middle;" width="7%">
14189
14190
14191
14192
14193
14194
14195	<p>R</p>
14196
14197
14198
14199
14200
14201
14202
14203	</td>
14204
14205
14206
14207
14208
14209
14210
14211	<td style="vertical-align: middle;" width="16%">
14212
14213
14214
14215
14216
14217
14218	<p><i>0.0</i></p>
14219
14220
14221
14222
14223
14224
14225
14226	</td>
14227
14228
14229
14230
14231
14232
14233
14234	<td style="vertical-align: middle;" width="57%">
14235
14236
14237
14238
14239
14240
14241	<p>Allowed limit for the overshooting of the w-component of
14242	velocity in case that the upstream-spline scheme is switched on
14243	(in m/s). <br>
14244
14245
14246
14247
14248
14249
14250
14251	</p>
14252
14253
14254
14255
14256
14257
14258
14259	</td>
14260
14261
14262
14263
14264
14265
14266
14267	</tr>
14268
14269
14270
14271
14272
14273
14274
14275	<tr>
14276	<td align="undefined" valign="undefined"><a href="chapter_4.2.html#particles_per_point"><span style="font-weight: bold;">particles_per_point</span></a></td>
14277	<td align="undefined" valign="undefined">P</td>
14278	<td align="undefined" valign="undefined">I</td>
14279	<td align="undefined" valign="undefined"><span style="font-style: italic;">1</span></td>
14280	<td align="undefined" valign="undefined">Number of particles to be started per point.</td>
14281	</tr>
14282	<tr>
14283
14284
14285
14286
14287
14288
14289
14290	<td style="vertical-align: top;"><b><a href="chapter_4.2.html#particle_advection_start"><b>particle_advection_start</b></a></b></td>
14291
14292
14293
14294
14295
14296
14297
14298	<td style="vertical-align: top;">P<br>
14299
14300
14301
14302
14303
14304
14305
14306	</td>
14307
14308
14309
14310
14311
14312
14313
14314	<td style="vertical-align: top;">R<br>
14315
14316
14317
14318
14319
14320
14321
14322	</td>
14323
14324
14325
14326
14327
14328
14329
14330	<td style="vertical-align: top;"><span style="font-style: italic;">0.0</span><br>
14331
14332
14333
14334
14335
14336
14337
14338	</td>
14339
14340
14341
14342
14343
14344
14345
14346	<td style="vertical-align: top;">Time of the first
14347	release of
14348	particles (in s).</td>
14349
14350
14351
14352
14353
14354
14355
14356	</tr>
14357
14358
14359
14360
14361
14362
14363
14364	<tr>
14365
14366
14367
14368
14369
14370
14371
14372	<td style="vertical-align: middle;" width="15%">
14373
14374
14375
14376
14377
14378
14379	<p><a href="chapter_4.2.html#particle_maximum_age"><b>particle_maximum_age</b></a></p>
14380
14381
14382
14383
14384
14385
14386
14387	</td>
14388
14389
14390
14391
14392
14393
14394
14395	<td style="vertical-align: middle;" width="5%">
14396
14397
14398
14399
14400
14401
14402	<p>P</p>
14403
14404
14405
14406
14407
14408
14409
14410	</td>
14411
14412
14413
14414
14415
14416
14417
14418	<td style="vertical-align: middle;" width="7%">
14419
14420
14421
14422
14423
14424
14425	<p>R</p>
14426
14427
14428
14429
14430
14431
14432
14433	</td>
14434
14435
14436
14437
14438
14439
14440
14441	<td style="vertical-align: middle;" width="16%">
14442
14443
14444
14445
14446
14447
14448	<p><i>9999999.9</i></p>
14449
14450
14451
14452
14453
14454
14455
14456	</td>
14457
14458
14459
14460
14461
14462
14463
14464	<td style="vertical-align: middle;" width="57%">
14465
14466
14467
14468
14469
14470
14471	<p>Maximum allowed age of particles (in s). <br>
14472
14473
14474
14475
14476
14477
14478
14479	</p>
14480
14481
14482
14483
14484
14485
14486
14487	</td>
14488
14489
14490
14491
14492
14493
14494
14495	</tr>
14496
14497
14498
14499
14500
14501
14502
14503	<tr>
14504
14505
14506
14507
14508
14509
14510
14511	<td style="vertical-align: middle;" width="15%">
14512
14513
14514
14515
14516
14517
14518	<p><a href="chapter_4.1.html#passive_scalar"><b>passive_scalar</b></a></p>
14519
14520
14521
14522
14523
14524
14525
14526	</td>
14527
14528
14529
14530
14531
14532
14533
14534	<td style="vertical-align: middle;" width="5%">
14535
14536
14537
14538
14539
14540
14541	<p>I</p>
14542
14543
14544
14545
14546
14547
14548
14549	</td>
14550
14551
14552
14553
14554
14555
14556
14557	<td style="vertical-align: middle;" width="7%">
14558
14559
14560
14561
14562
14563
14564	<p>L</p>
14565
14566
14567
14568
14569
14570
14571
14572	</td>
14573
14574
14575
14576
14577
14578
14579
14580	<td style="vertical-align: middle;" width="16%">
14581
14582
14583
14584
14585
14586
14587	<p><i>.F.</i></p>
14588
14589
14590
14591
14592
14593
14594
14595	</td>
14596
14597
14598
14599
14600
14601
14602
14603	<td style="vertical-align: middle;" width="57%">
14604
14605
14606
14607
14608
14609
14610	<p>Parameter to switch on the prognostic equation for a
14611	passive
14612	scalar. </p>
14613
14614
14615
14616
14617
14618
14619
14620	</td>
14621
14622
14623
14624
14625
14626
14627
14628	</tr>
14629
14630
14631
14632
14633
14634
14635
14636	<tr valign="top">
14637
14638
14639
14640
14641
14642
14643
14644	<td style="vertical-align: middle;" width="15%">
14645
14646
14647
14648
14649
14650
14651	<p><a href="chapter_4.2.html#pdx"><b>pdx</b></a></p>
14652
14653
14654
14655
14656
14657
14658
14659	</td>
14660
14661
14662
14663
14664
14665
14666
14667	<td style="vertical-align: middle;" width="5%">
14668
14669
14670
14671
14672
14673
14674	<p>P</p>
14675
14676
14677
14678
14679
14680
14681
14682	</td>
14683
14684
14685
14686
14687
14688
14689
14690	<td style="vertical-align: middle;" width="7%">
14691
14692
14693
14694
14695
14696
14697	<p>R (10)</p>
14698
14699
14700
14701
14702
14703
14704
14705	</td>
14706
14707
14708
14709
14710
14711
14712
14713	<td style="vertical-align: middle;" width="16%">
14714
14715
14716
14717
14718
14719
14720	<p><i>10 * dx</i></p>
14721
14722
14723
14724
14725
14726
14727
14728	</td>
14729
14730
14731
14732
14733
14734
14735
14736	<td style="vertical-align: middle;" width="57%">
14737
14738
14739
14740
14741
14742
14743	<p>Distance along x between particles within a particle
14744	source
14745	(in m). <br>
14746
14747
14748
14749
14750
14751
14752
14753	</p>
14754
14755
14756
14757
14758
14759
14760
14761	</td>
14762
14763
14764
14765
14766
14767
14768
14769	</tr>
14770
14771
14772
14773
14774
14775
14776
14777	<tr>
14778
14779
14780
14781
14782
14783
14784
14785	<td style="vertical-align: middle;" width="15%">
14786
14787
14788
14789
14790
14791
14792	<p><a href="chapter_4.2.html#pdy"><b>pdy</b></a></p>
14793
14794
14795
14796
14797
14798
14799
14800	</td>
14801
14802
14803
14804
14805
14806
14807
14808	<td style="vertical-align: middle;" width="5%">
14809
14810
14811
14812
14813
14814
14815	<p>P</p>
14816
14817
14818
14819
14820
14821
14822
14823	</td>
14824
14825
14826
14827
14828
14829
14830
14831	<td style="vertical-align: middle;" width="7%">
14832
14833
14834
14835
14836
14837
14838	<p>R (10)</p>
14839
14840
14841
14842
14843
14844
14845
14846	</td>
14847
14848
14849
14850
14851
14852
14853
14854	<td style="vertical-align: middle;" width="16%">
14855
14856
14857
14858
14859
14860
14861	<p><i>10 * dy</i></p>
14862
14863
14864
14865
14866
14867
14868
14869	</td>
14870
14871
14872
14873
14874
14875
14876
14877	<td style="vertical-align: middle;" width="57%">
14878
14879
14880
14881
14882
14883
14884	<p>Distance along y between
14885	particles within a
14886	particle source (in m). <br>
14887
14888
14889
14890
14891
14892
14893
14894	</p>
14895
14896
14897
14898
14899
14900
14901
14902	</td>
14903
14904
14905
14906
14907
14908
14909
14910	</tr>
14911
14912
14913
14914
14915
14916
14917
14918	<tr>
14919
14920
14921
14922
14923
14924
14925
14926	<td style="vertical-align: middle;" width="15%">
14927
14928
14929
14930
14931
14932
14933	<p><a href="chapter_4.2.html#pdz"><b>pdz</b></a></p>
14934
14935
14936
14937
14938
14939
14940
14941	</td>
14942
14943
14944
14945
14946
14947
14948
14949	<td style="vertical-align: middle;" width="5%">
14950
14951
14952
14953
14954
14955
14956	<p>P</p>
14957
14958
14959
14960
14961
14962
14963
14964	</td>
14965
14966
14967
14968
14969
14970
14971
14972	<td style="vertical-align: middle;" width="7%">
14973
14974
14975
14976
14977
14978
14979	<p>R (10)</p>
14980
14981
14982
14983
14984
14985
14986
14987	</td>
14988
14989
14990
14991
14992
14993
14994
14995	<td style="vertical-align: middle;" width="16%">
14996
14997
14998
14999
15000
15001
15002	<p><i>10 * ( zu(2) - zu(1) )</i></p>
15003
15004
15005
15006
15007
15008
15009
15010	</td>
15011
15012
15013
15014
15015
15016
15017
15018	<td style="vertical-align: middle;" width="57%">
15019
15020
15021
15022
15023
15024
15025	<p>Distance along z between
15026	particles within a particle source
15027	(in m).</p>
15028
15029
15030
15031
15032
15033
15034
15035	</td>
15036
15037
15038
15039
15040
15041
15042
15043	</tr>
15044
15045
15046
15047
15048
15049
15050
15051	<tr>
15052
15053
15054
15055
15056
15057
15058
15059	<td style="vertical-align: middle;" width="15%">
15060
15061
15062
15063
15064
15065
15066	<p><a href="chapter_4.1.html#phi"><b>phi</b></a></p>
15067
15068
15069
15070
15071
15072
15073
15074	</td>
15075
15076
15077
15078
15079
15080
15081
15082	<td style="vertical-align: middle;" width="5%">
15083
15084
15085
15086
15087
15088
15089	<p>I</p>
15090
15091
15092
15093
15094
15095
15096
15097	</td>
15098
15099
15100
15101
15102
15103
15104
15105	<td style="vertical-align: middle;" width="7%">
15106
15107
15108
15109
15110
15111
15112	<p>R</p>
15113
15114
15115
15116
15117
15118
15119
15120	</td>
15121
15122
15123
15124
15125
15126
15127
15128	<td style="vertical-align: middle;" width="16%">
15129
15130
15131
15132
15133
15134
15135	<p><i>55.0</i></p>
15136
15137
15138
15139
15140
15141
15142
15143	</td>
15144
15145
15146
15147
15148
15149
15150
15151	<td style="vertical-align: middle;" width="57%">
15152
15153
15154
15155
15156
15157
15158	<p>Geographical latitude (in degrees). <br>
15159
15160
15161
15162
15163
15164
15165
15166	</p>
15167
15168
15169
15170
15171
15172
15173
15174	</td>
15175
15176
15177
15178
15179
15180
15181
15182	</tr>
15183
15184
15185
15186
15187
15188
15189
15190	<tr>
15191
15192
15193
15194
15195
15196
15197
15198	<td style="vertical-align: middle;" width="15%">
15199
15200
15201
15202
15203
15204
15205	<p><a href="chapter_4.2.html#plot_spectra_level"><b>plot_spectra_level</b></a></p>
15206
15207
15208
15209
15210
15211
15212
15213	</td>
15214
15215
15216
15217
15218
15219
15220
15221	<td style="vertical-align: middle;" width="5%">
15222
15223
15224
15225
15226
15227
15228	<p>P</p>
15229
15230
15231
15232
15233
15234
15235
15236	</td>
15237
15238
15239
15240
15241
15242
15243
15244	<td style="vertical-align: middle;" width="7%">
15245
15246
15247
15248
15249
15250
15251	<p>I (10)</p>
15252
15253
15254
15255
15256
15257
15258
15259	</td>
15260
15261
15262
15263
15264
15265
15266
15267	<td style="vertical-align: middle;" width="16%">
15268
15269
15270
15271
15272
15273
15274	<p><i>No level</i></p>
15275
15276
15277
15278
15279
15280
15281
15282	</td>
15283
15284
15285
15286
15287
15288
15289
15290	<td style="vertical-align: middle;" width="57%">
15291
15292
15293
15294
15295
15296
15297	<p>Vertical level(s) for which horizontal spectra are to be
15298	plotted (in gridpoints). <br>
15299
15300
15301
15302
15303
15304
15305
15306	</p>
15307
15308
15309
15310
15311
15312
15313
15314	</td>
15315
15316
15317
15318
15319
15320
15321
15322	</tr>
15323
15324
15325
15326
15327
15328
15329
15330
15331
15332
15333
15334
15335
15336
15337
15338
15339
15340
15341
15342
15343
15344
15345
15346
15347
15348
15349
15350
15351
15352
15353
15354
15355
15356
15357
15358
15359
15360
15361
15362
15363
15364
15365
15366
15367
15368
15369
15370
15371
15372
15373
15374
15375
15376
15377
15378
15379
15380
15381
15382
15383
15384
15385
15386
15387
15388
15389
15390
15391
15392
15393	<tr>
15394
15395
15396
15397
15398
15399
15400
15401	<td style="vertical-align: middle;" width="15%">
15402
15403
15404
15405
15406
15407
15408	<p><a href="chapter_4.1.html#prandtl_layer"><b>prandtl_layer</b></a></p>
15409
15410
15411
15412
15413
15414
15415
15416	</td>
15417
15418
15419
15420
15421
15422
15423
15424	<td style="vertical-align: middle;" width="5%">
15425
15426
15427
15428
15429
15430
15431	<p>I</p>
15432
15433
15434
15435
15436
15437
15438
15439	</td>
15440
15441
15442
15443
15444
15445
15446
15447	<td style="vertical-align: middle;" width="7%">
15448
15449
15450
15451
15452
15453
15454	<p>L</p>
15455
15456
15457
15458
15459
15460
15461
15462	</td>
15463
15464
15465
15466
15467
15468
15469
15470	<td style="vertical-align: middle;" width="16%">
15471
15472
15473
15474
15475
15476
15477	<p><i>.T.</i></p>
15478
15479
15480
15481
15482
15483
15484
15485	</td>
15486
15487
15488
15489
15490
15491
15492
15493	<td style="vertical-align: middle;" width="57%">
15494
15495
15496
15497
15498
15499
15500	<p>Parameter to switch on a Prandtl layer. <br>
15501
15502
15503
15504
15505
15506
15507
15508	</p>
15509
15510
15511
15512
15513
15514
15515
15516	</td>
15517
15518
15519
15520
15521
15522
15523
15524	</tr>
15525
15526
15527
15528
15529
15530
15531
15532	<tr>
15533
15534
15535
15536
15537
15538
15539
15540	<td style="vertical-align: middle;" width="15%">
15541
15542
15543
15544
15545
15546
15547	<p><a href="chapter_4.2.html#prandtl_number"><b>prandtl_number</b></a></p>
15548
15549
15550
15551
15552
15553
15554
15555	</td>
15556
15557
15558
15559
15560
15561
15562
15563	<td style="vertical-align: middle;" width="5%">
15564
15565
15566
15567
15568
15569
15570	<p>R</p>
15571
15572
15573
15574
15575
15576
15577
15578	</td>
15579
15580
15581
15582
15583
15584
15585
15586	<td style="vertical-align: middle;" width="7%">
15587
15588
15589
15590
15591
15592
15593	<p>R</p>
15594
15595
15596
15597
15598
15599
15600
15601	</td>
15602
15603
15604
15605
15606
15607
15608
15609	<td style="vertical-align: middle;" width="16%">
15610
15611
15612
15613
15614
15615
15616	<p><i>1.0</i></p>
15617
15618
15619
15620
15621
15622
15623
15624	</td>
15625
15626
15627
15628
15629
15630
15631
15632	<td style="vertical-align: middle;" width="57%">
15633
15634
15635
15636
15637
15638
15639	<p>Ratio of the eddy diffusivities for momentum and heat (K<sub>m</sub>/K<sub>h</sub>).
15640	<br>
15641
15642
15643
15644
15645
15646
15647
15648	</p>
15649
15650
15651
15652
15653
15654
15655
15656	</td>
15657
15658
15659
15660
15661
15662
15663
15664	</tr>
15665
15666
15667
15668
15669
15670
15671
15672	<tr>
15673
15674
15675
15676
15677
15678
15679
15680	<td style="vertical-align: middle;"><b><a href="chapter_4.1.html#precipitation"><b>precipitation</b></a></b></td>
15681
15682
15683
15684
15685
15686
15687
15688	<td style="vertical-align: middle;">I<br>
15689
15690
15691
15692
15693
15694
15695
15696	</td>
15697
15698
15699
15700
15701
15702
15703
15704	<td style="vertical-align: middle;">L<br>
15705
15706
15707
15708
15709
15710
15711
15712	</td>
15713
15714
15715
15716
15717
15718
15719
15720	<td style="vertical-align: middle;"><span style="font-style: italic;">.F.</span></td>
15721
15722
15723
15724
15725
15726
15727
15728	<td style="vertical-align: middle;">Parameter to
15729	switch on the
15730	precipitation scheme.</td>
15731
15732
15733
15734
15735
15736
15737
15738	</tr>
15739
15740
15741
15742
15743
15744
15745
15746	<tr>
15747
15748
15749
15750
15751
15752
15753
15754	<td style="vertical-align: middle;" width="15%">
15755
15756
15757
15758
15759
15760
15761	<p><a href="chapter_4.2.html#profile_columns"><b>profile_columns</b></a></p>
15762
15763
15764
15765
15766
15767
15768
15769	</td>
15770
15771
15772
15773
15774
15775
15776
15777	<td style="vertical-align: middle;" width="5%">
15778
15779
15780
15781
15782
15783
15784	<p>R</p>
15785
15786
15787
15788
15789
15790
15791
15792	</td>
15793
15794
15795
15796
15797
15798
15799
15800	<td style="vertical-align: middle;" width="7%">
15801
15802
15803
15804
15805
15806
15807	<p>I</p>
15808
15809
15810
15811
15812
15813
15814
15815	</td>
15816
15817
15818
15819
15820
15821
15822
15823	<td style="vertical-align: middle;" width="16%">
15824
15825
15826
15827
15828
15829
15830	<p><i>3</i></p>
15831
15832
15833
15834
15835
15836
15837
15838	</td>
15839
15840
15841
15842
15843
15844
15845
15846	<td style="vertical-align: middle;" width="57%">
15847
15848
15849
15850
15851
15852
15853	<p>Number of coordinate systems to be plotted<span style="font-weight: bold;"></span> in one row by <span style="font-weight: bold;">profil</span>. <br>
15854
15855
15856
15857
15858
15859
15860
15861	</p>
15862
15863
15864
15865
15866
15867
15868
15869	</td>
15870
15871
15872
15873
15874
15875
15876
15877	</tr>
15878
15879
15880
15881
15882
15883
15884
15885	<tr>
15886
15887
15888
15889
15890
15891
15892
15893	<td style="vertical-align: middle;" width="15%">
15894
15895
15896
15897
15898
15899
15900	<p><a href="chapter_4.2.html#profile_rows"><b>profile_rows</b></a></p>
15901
15902
15903
15904
15905
15906
15907
15908	</td>
15909
15910
15911
15912
15913
15914
15915
15916	<td style="vertical-align: middle;" width="5%">
15917
15918
15919
15920
15921
15922
15923	<p>R</p>
15924
15925
15926
15927
15928
15929
15930
15931	</td>
15932
15933
15934
15935
15936
15937
15938
15939	<td style="vertical-align: middle;" width="7%">
15940
15941
15942
15943
15944
15945
15946	<p>I</p>
15947
15948
15949
15950
15951
15952
15953
15954	</td>
15955
15956
15957
15958
15959
15960
15961
15962	<td style="vertical-align: middle;" width="16%">
15963
15964
15965
15966
15967
15968
15969	<p><i>2</i></p>
15970
15971
15972
15973
15974
15975
15976
15977	</td>
15978
15979
15980
15981
15982
15983
15984
15985	<td style="vertical-align: middle;" width="57%">
15986
15987
15988
15989
15990
15991
15992	<p>Number of rows of coordinate systems to be plotted on
15993	one page
15994	by <span style="font-weight: bold;">profil</span>. <br>
15995
15996
15997
15998
15999
16000
16001
16002	</p>
16003
16004
16005
16006
16007
16008
16009
16010	</td>
16011
16012
16013
16014
16015
16016
16017
16018	</tr>
16019
16020
16021
16022
16023
16024
16025
16026	<tr valign="top">
16027
16028
16029
16030
16031
16032
16033
16034	<td style="vertical-align: middle;" width="15%">
16035
16036
16037
16038
16039
16040
16041	<p><a href="chapter_4.2.html#psb"><b>psb</b></a></p>
16042
16043
16044
16045
16046
16047
16048
16049	</td>
16050
16051
16052
16053
16054
16055
16056
16057	<td style="vertical-align: middle;" width="5%">
16058
16059
16060
16061
16062
16063
16064	<p>P</p>
16065
16066
16067
16068
16069
16070
16071
16072	</td>
16073
16074
16075
16076
16077
16078
16079
16080	<td style="vertical-align: middle;" width="7%">
16081
16082
16083
16084
16085
16086
16087	<p>R (10)</p>
16088
16089
16090
16091
16092
16093
16094
16095	</td>
16096
16097
16098
16099
16100
16101
16102
16103	<td style="vertical-align: middle;" width="16%">
16104
16105
16106
16107
16108
16109
16110	<p><i>10 * zu(nz/2)</i></p>
16111
16112
16113
16114
16115
16116
16117
16118	</td>
16119
16120
16121
16122
16123
16124
16125
16126	<td style="vertical-align: middle;" width="57%">
16127
16128
16129
16130
16131
16132
16133	<p>Bottom edge of a particle
16134	source (in m).</p>
16135
16136
16137
16138
16139
16140
16141
16142	</td>
16143
16144
16145
16146
16147
16148
16149
16150	</tr>
16151
16152
16153
16154
16155
16156
16157
16158	<tr valign="top">
16159
16160
16161
16162
16163
16164
16165
16166	<td style="vertical-align: middle;" width="15%">
16167
16168
16169
16170
16171
16172
16173	<p><a href="chapter_4.2.html#psl"><b>psl</b></a></p>
16174
16175
16176
16177
16178
16179
16180
16181	</td>
16182
16183
16184
16185
16186
16187
16188
16189	<td style="vertical-align: middle;" width="5%">
16190
16191
16192
16193
16194
16195
16196	<p>P</p>
16197
16198
16199
16200
16201
16202
16203
16204	</td>
16205
16206
16207
16208
16209
16210
16211
16212	<td style="vertical-align: middle;" width="7%">
16213
16214
16215
16216
16217
16218
16219	<p>R (10)</p>
16220
16221
16222
16223
16224
16225
16226
16227	</td>
16228
16229
16230
16231
16232
16233
16234
16235	<td style="vertical-align: middle;" width="16%">
16236
16237
16238
16239
16240
16241
16242	<p><i>10 * 0.0</i></p>
16243
16244
16245
16246
16247
16248
16249
16250	</td>
16251
16252
16253
16254
16255
16256
16257
16258	<td style="vertical-align: middle;" width="57%">
16259
16260
16261
16262
16263
16264
16265	<p>Left edge of a particle source
16266	(in m). </p>
16267
16268
16269
16270
16271
16272
16273
16274	</td>
16275
16276
16277
16278
16279
16280
16281
16282	</tr>
16283
16284
16285
16286
16287
16288
16289
16290	<tr valign="top">
16291
16292
16293
16294
16295
16296
16297
16298	<td style="vertical-align: middle;" width="15%">
16299
16300
16301
16302
16303
16304
16305	<p><a href="chapter_4.2.html#psn"><b>psn</b></a></p>
16306
16307
16308
16309
16310
16311
16312
16313	</td>
16314
16315
16316
16317
16318
16319
16320
16321	<td style="vertical-align: middle;" width="5%">
16322
16323
16324
16325
16326
16327
16328	<p>P</p>
16329
16330
16331
16332
16333
16334
16335
16336	</td>
16337
16338
16339
16340
16341
16342
16343
16344	<td style="vertical-align: middle;" width="7%">
16345
16346
16347
16348
16349
16350
16351	<p>R (10)</p>
16352
16353
16354
16355
16356
16357
16358
16359	</td>
16360
16361
16362
16363
16364
16365
16366
16367	<td style="vertical-align: middle;" width="16%">
16368
16369
16370
16371
16372
16373
16374	<p><i>10 * ( ny * dy )</i></p>
16375
16376
16377
16378
16379
16380
16381
16382	</td>
16383
16384
16385
16386
16387
16388
16389
16390	<td style="vertical-align: middle;" width="57%">
16391
16392
16393
16394
16395
16396
16397	<p>Rear (“north”) edge of a particle
16398	source (in m).</p>
16399
16400
16401
16402
16403
16404
16405
16406	</td>
16407
16408
16409
16410
16411
16412
16413
16414	</tr>
16415
16416
16417
16418
16419
16420
16421
16422	<tr>
16423
16424
16425
16426
16427
16428
16429
16430	<td style="vertical-align: middle;" width="15%">
16431
16432
16433
16434
16435
16436
16437	<p><a href="chapter_4.2.html#psolver"><b>psolver</b></a></p>
16438
16439
16440
16441
16442
16443
16444
16445	</td>
16446
16447
16448
16449
16450
16451
16452
16453	<td style="vertical-align: middle;" width="5%">
16454
16455
16456
16457
16458
16459
16460	<p>R</p>
16461
16462
16463
16464
16465
16466
16467
16468	</td>
16469
16470
16471
16472
16473
16474
16475
16476	<td style="vertical-align: middle;" width="7%">
16477
16478
16479
16480
16481
16482
16483	<p>C * 10</p>
16484
16485
16486
16487
16488
16489
16490
16491	</td>
16492
16493
16494
16495
16496
16497
16498
16499	<td style="vertical-align: middle;" width="16%">
16500
16501
16502
16503
16504
16505
16506	<p><i>'poisfft'</i></p>
16507
16508
16509
16510
16511
16512
16513
16514	</td>
16515
16516
16517
16518
16519
16520
16521
16522	<td style="vertical-align: middle;" width="57%">
16523
16524
16525
16526
16527
16528
16529	<p>Scheme to be used to solve the Poisson equation for the
16530	perturbation pressure. <br>
16531
16532
16533
16534
16535
16536
16537
16538	</p>
16539
16540
16541
16542
16543
16544
16545
16546	</td>
16547
16548
16549
16550
16551
16552
16553
16554	</tr>
16555
16556
16557
16558
16559
16560
16561
16562	<tr valign="top">
16563
16564
16565
16566
16567
16568
16569
16570	<td style="vertical-align: middle;" width="15%">
16571
16572
16573
16574
16575
16576
16577	<p><a href="chapter_4.2.html#psr"><b>psr</b></a></p>
16578
16579
16580
16581
16582
16583
16584
16585	</td>
16586
16587
16588
16589
16590
16591
16592
16593	<td style="vertical-align: middle;" width="5%">
16594
16595
16596
16597
16598
16599
16600	<p>P</p>
16601
16602
16603
16604
16605
16606
16607
16608	</td>
16609
16610
16611
16612
16613
16614
16615
16616	<td style="vertical-align: middle;" width="7%">
16617
16618
16619
16620
16621
16622
16623	<p>R (10)</p>
16624
16625
16626
16627
16628
16629
16630
16631	</td>
16632
16633
16634
16635
16636
16637
16638
16639	<td style="vertical-align: middle;" width="16%">
16640
16641
16642
16643
16644
16645
16646	<p><i>10 * ( nx * dx )</i></p>
16647
16648
16649
16650
16651
16652
16653
16654	</td>
16655
16656
16657
16658
16659
16660
16661
16662	<td style="vertical-align: middle;" width="57%">
16663
16664
16665
16666
16667
16668
16669	<p>Right edge of a particle source (in m).</p>
16670
16671
16672
16673
16674
16675
16676
16677	</td>
16678
16679
16680
16681
16682
16683
16684
16685	</tr>
16686
16687
16688
16689
16690
16691
16692
16693	<tr valign="top">
16694
16695
16696
16697
16698
16699
16700
16701	<td style="vertical-align: middle;" width="15%">
16702
16703
16704
16705
16706
16707
16708	<p><a href="chapter_4.2.html#pss"><b>pss</b></a></p>
16709
16710
16711
16712
16713
16714
16715
16716	</td>
16717
16718
16719
16720
16721
16722
16723
16724	<td style="vertical-align: middle;" width="5%">
16725
16726
16727
16728
16729
16730
16731	<p>P</p>
16732
16733
16734
16735
16736
16737
16738
16739	</td>
16740
16741
16742
16743
16744
16745
16746
16747	<td style="vertical-align: middle;" width="7%">
16748
16749
16750
16751
16752
16753
16754	<p>R (10)</p>
16755
16756
16757
16758
16759
16760
16761
16762	</td>
16763
16764
16765
16766
16767
16768
16769
16770	<td style="vertical-align: middle;" width="16%">
16771
16772
16773
16774
16775
16776
16777	<p><i>10 * 0.0</i></p>
16778
16779
16780
16781
16782
16783
16784
16785	</td>
16786
16787
16788
16789
16790
16791
16792
16793	<td style="vertical-align: middle;" width="57%">
16794
16795
16796
16797
16798
16799
16800	<p>Front (“south”) edge of a particle
16801	source (in m).</p>
16802
16803
16804
16805
16806
16807
16808
16809	</td>
16810
16811
16812
16813
16814
16815
16816
16817	</tr>
16818
16819
16820
16821
16822
16823
16824
16825	<tr valign="top">
16826
16827
16828
16829
16830
16831
16832
16833	<td style="vertical-align: middle;" width="15%">
16834
16835
16836
16837
16838
16839
16840	<p><a href="chapter_4.2.html#pst"><b>pst</b></a></p>
16841
16842
16843
16844
16845
16846
16847
16848	</td>
16849
16850
16851
16852
16853
16854
16855
16856	<td style="vertical-align: middle;" width="5%">
16857
16858
16859
16860
16861
16862
16863	<p>P</p>
16864
16865
16866
16867
16868
16869
16870
16871	</td>
16872
16873
16874
16875
16876
16877
16878
16879	<td style="vertical-align: middle;" width="7%">
16880
16881
16882
16883
16884
16885
16886	<p>R (10)</p>
16887
16888
16889
16890
16891
16892
16893
16894	</td>
16895
16896
16897
16898
16899
16900
16901
16902	<td style="vertical-align: middle;" width="16%">
16903
16904
16905
16906
16907
16908
16909	<p><i>10 * zu(nz/2)</i></p>
16910
16911
16912
16913
16914
16915
16916
16917	</td>
16918
16919
16920
16921
16922
16923
16924
16925	<td style="vertical-align: middle;" width="57%">
16926
16927
16928
16929
16930
16931
16932	<p>Top edge of a particle source (in m).</p>
16933
16934
16935
16936
16937
16938
16939
16940	</td>
16941
16942
16943
16944
16945
16946
16947
16948	</tr>
16949
16950
16951
16952
16953
16954
16955
16956	<tr>
16957
16958
16959
16960
16961
16962
16963
16964	<td style="vertical-align: middle;" width="15%">
16965
16966
16967
16968
16969
16970
16971	<p><a href="chapter_4.1.html#pt_surface"><b>pt_surface</b></a></p>
16972
16973
16974
16975
16976
16977
16978
16979	</td>
16980
16981
16982
16983
16984
16985
16986
16987	<td style="vertical-align: middle;" width="5%">
16988
16989
16990
16991
16992
16993
16994	<p>I</p>
16995
16996
16997
16998
16999
17000
17001
17002	</td>
17003
17004
17005
17006
17007
17008
17009
17010	<td style="vertical-align: middle;" width="7%">
17011
17012
17013
17014
17015
17016
17017	<p>R</p>
17018
17019
17020
17021
17022
17023
17024
17025	</td>
17026
17027
17028
17029
17030
17031
17032
17033	<td style="vertical-align: middle;" width="16%">
17034
17035
17036
17037
17038
17039
17040	<p><i>300.0</i></p>
17041
17042
17043
17044
17045
17046
17047
17048	</td>
17049
17050
17051
17052
17053
17054
17055
17056	<td style="vertical-align: middle;" width="57%">
17057
17058
17059
17060
17061
17062
17063	<p>Surface potential temperature (in K). <br>
17064
17065
17066
17067
17068
17069
17070
17071	</p>
17072
17073
17074
17075
17076
17077
17078
17079	</td>
17080
17081
17082
17083
17084
17085
17086
17087	</tr>
17088
17089
17090
17091
17092
17093
17094
17095	<tr>
17096
17097
17098
17099
17100
17101
17102
17103	<td style="vertical-align: middle;" width="15%">
17104
17105
17106
17107
17108
17109
17110	<p><a href="chapter_4.1.html#pt_surface_initial_change"><b>pt_surface_initial</b></a>
17111	<br>
17112
17113
17114
17115
17116
17117
17118
17119	<a href="chapter_4.1.html#pt_surface_initial_change"> <b>_change</b></a></p>
17120
17121
17122
17123
17124
17125
17126
17127	</td>
17128
17129
17130
17131
17132
17133
17134
17135	<td style="vertical-align: middle;" width="5%">
17136
17137
17138
17139
17140
17141
17142	<p>I</p>
17143
17144
17145
17146
17147
17148
17149
17150	</td>
17151
17152
17153
17154
17155
17156
17157
17158	<td style="vertical-align: middle;" width="7%">
17159
17160
17161
17162
17163
17164
17165	<p>R</p>
17166
17167
17168
17169
17170
17171
17172
17173	</td>
17174
17175
17176
17177
17178
17179
17180
17181	<td style="vertical-align: middle;" width="16%">
17182
17183
17184
17185
17186
17187
17188	<p><i>0.0</i></p>
17189
17190
17191
17192
17193
17194
17195
17196	</td>
17197
17198
17199
17200
17201
17202
17203
17204	<td style="vertical-align: middle;" width="57%">Change
17205	in surface
17206	temperature to be made at the
17207	beginning of
17208	the 3d run
17209	(in K). </td>
17210
17211
17212
17213
17214
17215
17216
17217	</tr>
17218
17219
17220
17221
17222
17223
17224
17225	<tr>
17226
17227
17228
17229
17230
17231
17232
17233	<td style="vertical-align: middle;" width="15%">
17234
17235
17236
17237
17238
17239
17240	<p><a href="chapter_4.1.html#pt_vertical_gradient"><b>pt_vertical_gradient</b></a></p>
17241
17242
17243
17244
17245
17246
17247
17248	</td>
17249
17250
17251
17252
17253
17254
17255
17256	<td style="vertical-align: middle;" width="5%">
17257
17258
17259
17260
17261
17262
17263	<p>I</p>
17264
17265
17266
17267
17268
17269
17270
17271	</td>
17272
17273
17274
17275
17276
17277
17278
17279	<td style="vertical-align: middle;" width="7%">
17280
17281
17282
17283
17284
17285
17286	<p>R (10)</p>
17287
17288
17289
17290
17291
17292
17293
17294	</td>
17295
17296
17297
17298
17299
17300
17301
17302	<td style="vertical-align: middle;" width="16%">
17303
17304
17305
17306
17307
17308
17309	<p><i>10 * 0.0</i></p>
17310
17311
17312
17313
17314
17315
17316
17317	</td>
17318
17319
17320
17321
17322
17323
17324
17325	<td style="vertical-align: middle;" width="57%">
17326
17327
17328
17329
17330
17331
17332	<p>Temperature gradient(s) of the initial temperature
17333	profile (in
17334	K
17335	/ 100 m). <br>
17336
17337
17338
17339
17340
17341
17342
17343	</p>
17344
17345
17346
17347
17348
17349
17350
17351	</td>
17352
17353
17354
17355
17356
17357
17358
17359	</tr>
17360
17361
17362
17363
17364
17365
17366
17367	<tr>
17368
17369
17370
17371
17372
17373
17374
17375	<td style="vertical-align: middle;" width="15%">
17376
17377
17378
17379
17380
17381
17382	<p><a href="chapter_4.1.html#pt_vertical_gradient_level"><b>pt_vertical_gradient</b></a>
17383	<br>
17384
17385
17386
17387
17388
17389
17390
17391	<a href="chapter_4.1.html#pt_vertical_gradient_level"> <b>_level</b></a></p>
17392
17393
17394
17395
17396
17397
17398
17399	</td>
17400
17401
17402
17403
17404
17405
17406
17407	<td style="vertical-align: middle;" width="5%">
17408
17409
17410
17411
17412
17413
17414	<p>I</p>
17415
17416
17417
17418
17419
17420
17421
17422	</td>
17423
17424
17425
17426
17427
17428
17429
17430	<td style="vertical-align: middle;" width="7%">
17431
17432
17433
17434
17435
17436
17437	<p>R (10)</p>
17438
17439
17440
17441
17442
17443
17444
17445	</td>
17446
17447
17448
17449
17450
17451
17452
17453	<td style="vertical-align: middle;" width="16%">
17454
17455
17456
17457
17458
17459
17460	<p><i>10 *</i>  <i>0.0</i></p>
17461
17462
17463
17464
17465
17466
17467
17468	</td>
17469
17470
17471
17472
17473
17474
17475
17476	<td style="vertical-align: middle;" width="57%">
17477
17478
17479
17480
17481
17482
17483	<p>Height level from which on the temperature gradient
17484	defined by <a href="chapter_4.1.html#pt_vertical_gradient">pt_vertical_gradient</a>
17485	is effective (in m). </p>
17486
17487
17488
17489
17490
17491
17492
17493	</td>
17494
17495
17496
17497
17498
17499
17500
17501	</tr>
17502
17503
17504
17505
17506
17507
17508
17509
17510
17511
17512
17513
17514
17515
17516	<tr>
17517
17518
17519
17520
17521
17522
17523
17524	<td style="vertical-align: middle;" width="15%">
17525
17526
17527
17528
17529
17530
17531	<p><a href="chapter_4.1.html#q_surface"><b>q_surface</b></a></p>
17532
17533
17534
17535
17536
17537
17538
17539	</td>
17540
17541
17542
17543
17544
17545
17546
17547	<td style="vertical-align: middle;" width="5%">
17548
17549
17550
17551
17552
17553
17554	<p>I</p>
17555
17556
17557
17558
17559
17560
17561
17562	</td>
17563
17564
17565
17566
17567
17568
17569
17570	<td style="vertical-align: middle;" width="7%">
17571
17572
17573
17574
17575
17576
17577	<p>R</p>
17578
17579
17580
17581
17582
17583
17584
17585	</td>
17586
17587
17588
17589
17590
17591
17592
17593	<td style="vertical-align: middle;" width="16%">
17594
17595
17596
17597
17598
17599
17600	<p><i>0.0</i></p>
17601
17602
17603
17604
17605
17606
17607
17608	</td>
17609
17610
17611
17612
17613
17614
17615
17616	<td style="vertical-align: middle;" width="57%">
17617
17618
17619
17620
17621
17622
17623	<p>Surface specific humidity / total water content (kg/kg).
17624	<br>
17625
17626
17627
17628
17629
17630
17631
17632	</p>
17633
17634
17635
17636
17637
17638
17639
17640	</td>
17641
17642
17643
17644
17645
17646
17647
17648	</tr>
17649
17650
17651
17652
17653
17654
17655
17656	<tr>
17657
17658
17659
17660
17661
17662
17663
17664	<td style="vertical-align: middle;" width="15%">
17665
17666
17667
17668
17669
17670
17671	<p><a href="chapter_4.1.html#q_surface_initial_change"><b>q_surface_initial</b></a>
17672	<br>
17673
17674
17675
17676
17677
17678
17679
17680	<a href="chapter_4.1.html#q_surface_initial_change"> <b>_change</b></a></p>
17681
17682
17683
17684
17685
17686
17687
17688	</td>
17689
17690
17691
17692
17693
17694
17695
17696	<td style="vertical-align: middle;" width="5%">
17697
17698
17699
17700
17701
17702
17703	<p>I</p>
17704
17705
17706
17707
17708
17709
17710
17711	</td>
17712
17713
17714
17715
17716
17717
17718
17719	<td style="vertical-align: middle;" width="7%">
17720
17721
17722
17723
17724
17725
17726	<p>R</p>
17727
17728
17729
17730
17731
17732
17733
17734	</td>
17735
17736
17737
17738
17739
17740
17741
17742	<td style="vertical-align: middle;" width="16%">
17743
17744
17745
17746
17747
17748
17749	<p><i>0.0</i></p>
17750
17751
17752
17753
17754
17755
17756
17757	</td>
17758
17759
17760
17761
17762
17763
17764
17765	<td style="vertical-align: middle;" width="57%">
17766
17767
17768
17769
17770
17771
17772	<p>Change in surface specific humidity / total water
17773	content to
17774	be made at the beginning
17775	of the 3d run (kg/kg). <br>
17776
17777
17778
17779
17780
17781
17782
17783	</p>
17784
17785
17786
17787
17788
17789
17790
17791	</td>
17792
17793
17794
17795
17796
17797
17798
17799	</tr>
17800
17801
17802
17803
17804
17805
17806
17807	<tr>
17808
17809
17810
17811
17812
17813
17814
17815	<td style="vertical-align: middle;" width="15%">
17816
17817
17818
17819
17820
17821
17822	<p><a href="chapter_4.1.html#q_vertical_gradient"><b>q_vertical_gradient</b></a></p>
17823
17824
17825
17826
17827
17828
17829
17830	</td>
17831
17832
17833
17834
17835
17836
17837
17838	<td style="vertical-align: middle;" width="5%">
17839
17840
17841
17842
17843
17844
17845	<p>I</p>
17846
17847
17848
17849
17850
17851
17852
17853	</td>
17854
17855
17856
17857
17858
17859
17860
17861	<td style="vertical-align: middle;" width="7%">
17862
17863
17864
17865
17866
17867
17868	<p>R (10)</p>
17869
17870
17871
17872
17873
17874
17875
17876	</td>
17877
17878
17879
17880
17881
17882
17883
17884	<td style="vertical-align: middle;" width="16%">
17885
17886
17887
17888
17889
17890
17891	<p><i>10 * 0.0</i></p>
17892
17893
17894
17895
17896
17897
17898
17899	</td>
17900
17901
17902
17903
17904
17905
17906
17907	<td style="width: 57%; vertical-align: middle;">
17908
17909
17910
17911
17912
17913
17914	<p>Humidity gradient(s) of the initial humidity profile
17915	(in 1/100 m). </p>
17916
17917
17918
17919
17920
17921
17922
17923	</td>
17924
17925
17926
17927
17928
17929
17930
17931	</tr>
17932
17933
17934
17935
17936
17937
17938
17939	<tr>
17940
17941
17942
17943
17944
17945
17946
17947	<td style="vertical-align: middle;" width="15%">
17948
17949
17950
17951
17952
17953
17954	<p><a href="chapter_4.1.html#q_vertical_gradient_level"><b>q_vertical_gradient</b></a>
17955	<br>
17956
17957
17958
17959
17960
17961
17962
17963	<a href="chapter_4.1.html#q_vertical_gradient_level"> <b>_level</b></a></p>
17964
17965
17966
17967
17968
17969
17970
17971	</td>
17972
17973
17974
17975
17976
17977
17978
17979	<td style="vertical-align: middle;" width="5%">
17980
17981
17982
17983
17984
17985
17986	<p>I</p>
17987
17988
17989
17990
17991
17992
17993
17994	</td>
17995
17996
17997
17998
17999
18000
18001
18002	<td style="vertical-align: middle;" width="7%">
18003
18004
18005
18006
18007
18008
18009	<p>R (10)</p>
18010
18011
18012
18013
18014
18015
18016
18017	</td>
18018
18019
18020
18021
18022
18023
18024
18025	<td style="vertical-align: middle;" width="16%">
18026
18027
18028
18029
18030
18031
18032	<p><i>10 *</i>  <i>0.0</i></p>
18033
18034
18035
18036
18037
18038
18039
18040	</td>
18041
18042
18043
18044
18045
18046
18047
18048	<td style="vertical-align: middle;" width="57%">
18049
18050
18051
18052
18053
18054
18055	<p>Height level from which on the moisture gradient defined
18056	by <a href="chapter_4.1.html#q_vertical_gradient">q_vertical_gradient</a>
18057	is effective (in m). </p>
18058
18059
18060
18061
18062
18063
18064
18065	</td>
18066
18067
18068
18069
18070
18071
18072
18073	</tr>
18074
18075
18076
18077
18078
18079
18080
18081	<tr>
18082
18083
18084
18085
18086
18087
18088
18089	<td style="vertical-align: middle;" width="15%">
18090
18091
18092
18093
18094
18095
18096	<p><a href="chapter_4.1.html#radiation"><b>radiation</b></a></p>
18097
18098
18099
18100
18101
18102
18103
18104	</td>
18105
18106
18107
18108
18109
18110
18111
18112	<td style="vertical-align: middle;" width="5%">
18113
18114
18115
18116
18117
18118
18119	<p>I</p>
18120
18121
18122
18123
18124
18125
18126
18127	</td>
18128
18129
18130
18131
18132
18133
18134
18135	<td style="vertical-align: middle;" width="7%">
18136
18137
18138
18139
18140
18141
18142	<p>L</p>
18143
18144
18145
18146
18147
18148
18149
18150	</td>
18151
18152
18153
18154
18155
18156
18157
18158	<td style="vertical-align: middle;" width="16%">
18159
18160
18161
18162
18163
18164
18165	<p><i>.F.</i></p>
18166
18167
18168
18169
18170
18171
18172
18173	</td>
18174
18175
18176
18177
18178
18179
18180
18181	<td style="vertical-align: middle;" width="57%">
18182
18183
18184
18185
18186
18187
18188	<p>Parameter to switch on longwave radiation cooling at
18189	cloud-tops. <br>
18190
18191
18192
18193
18194
18195
18196
18197	</p>
18198
18199
18200
18201
18202
18203
18204
18205	</td>
18206
18207
18208
18209
18210
18211
18212
18213	</tr>
18214
18215
18216
18217
18218
18219
18220
18221	<tr>
18222	<td><a href="chapter_4.2.html#radius"><span style="font-weight: bold;">radius</span></a></td>
18223	<td>P</td>
18224	<td>R (10)</td>
18225	<td><i>0.0, 9</i>*<br>
18226
18227
18228	<i>9999999.9</i></td>
18229	<td>Particle radius (in m).</td>
18230	</tr>
18231	<tr valign="top">
18232
18233
18234
18235
18236
18237
18238
18239	<td style="vertical-align: middle;" width="15%">
18240
18241
18242
18243
18244
18245
18246	<p><a href="chapter_4.1.html#random_generator"><b>random_generator</b></a></p>
18247
18248
18249
18250
18251
18252
18253
18254	</td>
18255
18256
18257
18258
18259
18260
18261
18262	<td style="vertical-align: middle;" width="5%">
18263
18264
18265
18266
18267
18268
18269	<p>I</p>
18270
18271
18272
18273
18274
18275
18276
18277	</td>
18278
18279
18280
18281
18282
18283
18284
18285	<td style="vertical-align: middle;" width="7%">
18286
18287
18288
18289
18290
18291
18292	<p>C * 20</p>
18293
18294
18295
18296
18297
18298
18299
18300	</td>
18301
18302
18303
18304
18305
18306
18307
18308	<td style="vertical-align: middle;" width="16%">
18309
18310
18311
18312
18313
18314
18315	<p><i>'numerical recipes'</i></p>
18316
18317
18318
18319
18320
18321
18322
18323	</td>
18324
18325
18326
18327
18328
18329
18330
18331	<td style="vertical-align: middle;" width="57%">
18332
18333
18334
18335
18336
18337
18338	<p>Random number generator to be used for creating
18339	uniformly
18340	distributed random numbers. </p>
18341
18342
18343
18344
18345
18346
18347
18348	</td>
18349
18350
18351
18352
18353
18354
18355
18356	</tr>
18357
18358
18359
18360
18361
18362
18363
18364	<tr>
18365
18366
18367
18368
18369
18370
18371
18372	<td style="vertical-align: middle;" width="15%">
18373
18374
18375
18376
18377
18378
18379	<p><a href="chapter_4.1.html#random_heatflux"><b>random_heatflux</b></a></p>
18380
18381
18382
18383
18384
18385
18386
18387	</td>
18388
18389
18390
18391
18392
18393
18394
18395	<td style="vertical-align: middle;" width="5%">
18396
18397
18398
18399
18400
18401
18402	<p>I</p>
18403
18404
18405
18406
18407
18408
18409
18410	</td>
18411
18412
18413
18414
18415
18416
18417
18418	<td style="vertical-align: middle;" width="7%">
18419
18420
18421
18422
18423
18424
18425	<p>L</p>
18426
18427
18428
18429
18430
18431
18432
18433	</td>
18434
18435
18436
18437
18438
18439
18440
18441	<td style="vertical-align: middle;" width="16%">
18442
18443
18444
18445
18446
18447
18448	<p><i>.F.</i></p>
18449
18450
18451
18452
18453
18454
18455
18456	</td>
18457
18458
18459
18460
18461
18462
18463
18464	<td style="vertical-align: middle;" width="57%">
18465
18466
18467
18468
18469
18470
18471	<p>Parameter to impose random perturbations on the internal two-dimensional near surface heat flux field <span style="font-style: italic;">shf</span>. </p>
18472
18473
18474
18475
18476
18477
18478
18479	</td>
18480
18481
18482
18483
18484
18485
18486
18487	</tr>
18488
18489
18490
18491
18492
18493
18494
18495	<tr valign="top">
18496
18497
18498
18499
18500
18501
18502
18503	<td style="vertical-align: middle;" width="15%">
18504
18505
18506
18507
18508
18509
18510	<p><a href="chapter_4.2.html#random_start_position"><b>random_start_position</b></a></p>
18511
18512
18513
18514
18515
18516
18517
18518	</td>
18519
18520
18521
18522
18523
18524
18525
18526	<td style="vertical-align: middle;" width="5%">
18527
18528
18529
18530
18531
18532
18533	<p>P</p>
18534
18535
18536
18537
18538
18539
18540
18541	</td>
18542
18543
18544
18545
18546
18547
18548
18549	<td style="vertical-align: middle;" width="7%">
18550
18551
18552
18553
18554
18555
18556	<p>L</p>
18557
18558
18559
18560
18561
18562
18563
18564	</td>
18565
18566
18567
18568
18569
18570
18571
18572	<td style="vertical-align: middle;" width="16%">
18573
18574
18575
18576
18577
18578
18579	<p><i>.F.</i></p>
18580
18581
18582
18583
18584
18585
18586
18587	</td>
18588
18589
18590
18591
18592
18593
18594
18595	<td style="vertical-align: middle;" width="57%">
18596
18597
18598
18599
18600
18601
18602	<p><span style="background: transparent none repeat scroll 0% 50%; -moz-background-clip: initial; -moz-background-origin: initial; -moz-background-inline-policy: initial;"><span style="background: transparent none repeat scroll 0% 50%; -moz-background-clip: initial; -moz-background-origin: initial; -moz-background-inline-policy: initial;"><font color="#000000">Initial position of the</font></span>
18603	particles is
18604	varied randomly within certain limits. </span></p>
18605
18606
18607
18608
18609
18610
18611
18612	</td>
18613
18614
18615
18616
18617
18618
18619
18620	</tr>
18621
18622
18623
18624
18625
18626
18627
18628	<tr>
18629
18630
18631
18632
18633
18634
18635
18636	<td style="vertical-align: middle;" width="15%">
18637
18638
18639
18640
18641
18642
18643	<p><a href="chapter_4.2.html#rayleigh_damping_factor"><b>rayleigh_damping</b></a>
18644	<br>
18645
18646
18647
18648
18649
18650
18651
18652	<a href="chapter_4.2.html#rayleigh_damping_factor"> <b>_factor</b></a></p>
18653
18654
18655
18656
18657
18658
18659
18660	</td>
18661
18662
18663
18664
18665
18666
18667
18668	<td style="vertical-align: middle;" width="5%">
18669
18670
18671
18672
18673
18674
18675	<p>R</p>
18676
18677
18678
18679
18680
18681
18682
18683	</td>
18684
18685
18686
18687
18688
18689
18690
18691	<td style="vertical-align: middle;" width="7%">
18692
18693
18694
18695
18696
18697
18698	<p>R</p>
18699
18700
18701
18702
18703
18704
18705
18706	</td>
18707
18708
18709
18710
18711
18712
18713
18714	<td style="vertical-align: middle;" width="16%">
18715
18716
18717
18718
18719
18720
18721	<p><span style="font-style: italic;">0.0</span> and/or <span style="font-style: italic;">0.01</span> (see parameter description)</p>
18722
18723
18724
18725
18726
18727
18728
18729	</td>
18730
18731
18732
18733
18734
18735
18736
18737	<td style="vertical-align: middle;" width="57%">
18738
18739
18740
18741
18742
18743
18744	<p>Factor for Rayleigh damping. </p>
18745
18746
18747
18748
18749
18750
18751
18752	</td>
18753
18754
18755
18756
18757
18758
18759
18760	</tr>
18761
18762
18763
18764
18765
18766
18767
18768	<tr>
18769
18770
18771
18772
18773
18774
18775
18776	<td style="vertical-align: middle;" width="15%">
18777
18778
18779
18780
18781
18782
18783	<p><a href="chapter_4.2.html#rayleigh_damping_height"><b>rayleigh_damping</b></a>
18784	<br>
18785
18786
18787
18788
18789
18790
18791
18792	<a href="chapter_4.2.html#rayleigh_damping_height"> <b>_height</b></a></p>
18793
18794
18795
18796
18797
18798
18799
18800	</td>
18801
18802
18803
18804
18805
18806
18807
18808	<td style="vertical-align: middle;" width="5%">
18809
18810
18811
18812
18813
18814
18815	<p>R</p>
18816
18817
18818
18819
18820
18821
18822
18823	</td>
18824
18825
18826
18827
18828
18829
18830
18831	<td style="vertical-align: middle;" width="7%">
18832
18833
18834
18835
18836
18837
18838	<p>R</p>
18839
18840
18841
18842
18843
18844
18845
18846	</td>
18847
18848
18849
18850
18851
18852
18853
18854	<td style="vertical-align: middle; font-style: italic;" width="16%">
18855
18856
18857
18858
18859
18860
18861	<p>2/3 * zu(nz)</p>
18862
18863
18864
18865
18866
18867
18868
18869	</td>
18870
18871
18872
18873
18874
18875
18876
18877	<td style="width: 57%; text-align: left; vertical-align: middle;">
18878
18879
18880
18881
18882
18883
18884	<p>Height where the Rayleigh damping starts (in
18885	m).  </p>
18886
18887
18888
18889
18890
18891
18892
18893	</td>
18894
18895
18896
18897
18898
18899
18900
18901	</tr>
18902
18903
18904
18905
18906
18907
18908
18909	<tr>
18910
18911
18912
18913
18914
18915
18916
18917	<td style="vertical-align: middle;" width="15%">
18918
18919
18920
18921
18922
18923
18924	<p><a href="chapter_4.2.html#read_particles_from_restartfile"><b>read_particles_from_</b></a>
18925	<br>
18926
18927
18928
18929
18930
18931
18932
18933	<a href="chapter_4.2.html#read_particles_from_restartfile"><b>restartfile</b></a></p>
18934
18935
18936
18937
18938
18939
18940
18941	</td>
18942
18943
18944
18945
18946
18947
18948
18949	<td style="vertical-align: middle;" width="5%">
18950
18951
18952
18953
18954
18955
18956	<p>P</p>
18957
18958
18959
18960
18961
18962
18963
18964	</td>
18965
18966
18967
18968
18969
18970
18971
18972	<td style="vertical-align: middle;" width="7%">
18973
18974
18975
18976
18977
18978
18979	<p>L</p>
18980
18981
18982
18983
18984
18985
18986
18987	</td>
18988
18989
18990
18991
18992
18993
18994
18995	<td style="vertical-align: middle;" width="16%">
18996
18997
18998
18999
19000
19001
19002	<p><i>.T.</i></p>
19003
19004
19005
19006
19007
19008
19009
19010	</td>
19011
19012
19013
19014
19015
19016
19017
19018	<td style="vertical-align: middle;" width="57%">
19019
19020
19021
19022
19023
19024
19025	<p>Read particle data from the previous run. <br>
19026
19027
19028
19029
19030
19031
19032
19033	</p>
19034
19035
19036
19037
19038
19039
19040
19041	</td>
19042
19043
19044
19045
19046
19047
19048
19049	</tr>
19050
19051
19052
19053
19054
19055
19056
19057	<tr>
19058
19059
19060
19061
19062
19063
19064
19065	<td style="vertical-align: middle;" width="15%">
19066
19067
19068
19069
19070
19071
19072	<p><a href="chapter_4.3.html#region"><b>region</b></a></p>
19073
19074
19075
19076
19077
19078
19079
19080	</td>
19081
19082
19083
19084
19085
19086
19087
19088	<td style="vertical-align: middle;" width="5%">
19089
19090
19091
19092
19093
19094
19095	<p>U</p>
19096
19097
19098
19099
19100
19101
19102
19103	</td>
19104
19105
19106
19107
19108
19109
19110
19111	<td style="vertical-align: middle;" width="7%">
19112
19113
19114
19115
19116
19117
19118	<p>C * 40 (0:9)</p>
19119
19120
19121
19122
19123
19124
19125
19126	</td>
19127
19128
19129
19130
19131
19132
19133
19134	<td style="vertical-align: middle;" width="16%">
19135
19136
19137
19138
19139
19140
19141	<p> </p>
19142
19143
19144
19145
19146
19147
19148
19149	</td>
19150
19151
19152
19153
19154
19155
19156
19157	<td style="vertical-align: middle;" width="57%">
19158
19159
19160
19161
19162
19163
19164	<p>Name(s) of the subdomain(s) defined by the user.</p>
19165
19166
19167
19168
19169
19170
19171
19172	</td>
19173
19174
19175
19176
19177
19178
19179
19180	</tr>
19181
19182
19183
19184
19185
19186
19187
19188	<tr valign="top">
19189
19190
19191
19192
19193
19194
19195
19196	<td style="vertical-align: middle;" width="15%">
19197
19198
19199
19200
19201
19202
19203	<p><a href="chapter_4.2.html#residual_limit"><b>residual_limit</b></a></p>
19204
19205
19206
19207
19208
19209
19210
19211	</td>
19212
19213
19214
19215
19216
19217
19218
19219	<td style="vertical-align: middle;" width="5%">
19220
19221
19222
19223
19224
19225
19226	<p>R</p>
19227
19228
19229
19230
19231
19232
19233
19234	</td>
19235
19236
19237
19238
19239
19240
19241
19242	<td style="vertical-align: middle;" width="7%">
19243
19244
19245
19246
19247
19248
19249	<p>R</p>
19250
19251
19252
19253
19254
19255
19256
19257	</td>
19258
19259
19260
19261
19262
19263
19264
19265	<td style="vertical-align: middle;" width="16%">
19266
19267
19268
19269
19270
19271
19272	<p><i>1.0E-6</i></p>
19273
19274
19275
19276
19277
19278
19279
19280	</td>
19281
19282
19283
19284
19285
19286
19287
19288	<td style="vertical-align: middle;" width="57%">
19289
19290
19291
19292
19293
19294
19295	<p>Largest residual permitted for the multi-grid scheme (in
19296	s<sup>-2</sup>m<sup>-3</sup>). <br>
19297
19298
19299
19300
19301
19302
19303
19304	</p>
19305
19306
19307
19308
19309
19310
19311
19312	</td>
19313
19314
19315
19316
19317
19318
19319
19320	</tr>
19321
19322
19323
19324
19325
19326
19327
19328	<tr>
19329
19330
19331
19332
19333
19334
19335
19336	<td style="vertical-align: middle;"><b><a href="chapter_4.2.html#restart_time"><b>restart_time</b></a></b></td>
19337
19338
19339
19340
19341
19342
19343
19344	<td style="vertical-align: middle;">R<br>
19345
19346
19347
19348
19349
19350
19351
19352	</td>
19353
19354
19355
19356
19357
19358
19359
19360	<td style="vertical-align: middle;">R<br>
19361
19362
19363
19364
19365
19366
19367
19368	</td>
19369
19370
19371
19372
19373
19374
19375
19376	<td style="vertical-align: middle;">9999999.9<br>
19377
19378
19379
19380
19381
19382
19383
19384	</td>
19385
19386
19387
19388
19389
19390
19391
19392	<td style="vertical-align: middle;">Simulated time
19393	after which a
19394	restart run is to be carried out
19395	(in s).</td>
19396
19397
19398
19399
19400
19401
19402
19403	</tr>
19404
19405
19406
19407
19408
19409
19410
19411	<tr>
19412
19413
19414
19415
19416
19417
19418
19419	<td style="vertical-align: middle;" width="15%">
19420
19421
19422
19423
19424
19425
19426	<p><a href="chapter_4.1.html#rif_max"><b>rif_max</b></a></p>
19427
19428
19429
19430
19431
19432
19433
19434	</td>
19435
19436
19437
19438
19439
19440
19441
19442	<td style="vertical-align: middle;" width="5%">
19443
19444
19445
19446
19447
19448
19449	<p>I</p>
19450
19451
19452
19453
19454
19455
19456
19457	</td>
19458
19459
19460
19461
19462
19463
19464
19465	<td style="vertical-align: middle;" width="7%">
19466
19467
19468
19469
19470
19471
19472	<p>R</p>
19473
19474
19475
19476
19477
19478
19479
19480	</td>
19481
19482
19483
19484
19485
19486
19487
19488	<td style="vertical-align: middle;" width="16%">
19489
19490
19491
19492
19493
19494
19495	<p><i>1.0</i></p>
19496
19497
19498
19499
19500
19501
19502
19503	</td>
19504
19505
19506
19507
19508
19509
19510
19511	<td style="vertical-align: middle;" width="57%">
19512
19513
19514
19515
19516
19517
19518	<p>Upper limit of the flux-Richardson number. <br>
19519
19520
19521
19522
19523
19524
19525
19526	</p>
19527
19528
19529
19530
19531
19532
19533
19534	</td>
19535
19536
19537
19538
19539
19540
19541
19542	</tr>
19543
19544
19545
19546
19547
19548
19549
19550	<tr>
19551
19552
19553
19554
19555
19556
19557
19558	<td style="vertical-align: middle;" width="15%">
19559
19560
19561
19562
19563
19564
19565	<p><a href="chapter_4.1.html#rif_min"><b>rif_min</b></a></p>
19566
19567
19568
19569
19570
19571
19572
19573	</td>
19574
19575
19576
19577
19578
19579
19580
19581	<td style="vertical-align: middle;" width="5%">
19582
19583
19584
19585
19586
19587
19588	<p>I</p>
19589
19590
19591
19592
19593
19594
19595
19596	</td>
19597
19598
19599
19600
19601
19602
19603
19604	<td style="vertical-align: middle;" width="7%">
19605
19606
19607
19608
19609
19610
19611	<p>R</p>
19612
19613
19614
19615
19616
19617
19618
19619	</td>
19620
19621
19622
19623
19624
19625
19626
19627	<td style="vertical-align: middle;" width="16%">
19628
19629
19630
19631
19632
19633
19634	<p><i>- 5.0</i></p>
19635
19636
19637
19638
19639
19640
19641
19642	</td>
19643
19644
19645
19646
19647
19648
19649
19650	<td style="vertical-align: middle;" width="57%">
19651
19652
19653
19654
19655
19656
19657	<p>Lower limit of the flux-Richardson number. <br>
19658
19659
19660
19661
19662
19663
19664
19665	</p>
19666
19667
19668
19669
19670
19671
19672
19673	</td>
19674
19675
19676
19677
19678
19679
19680
19681	</tr>
19682
19683
19684
19685
19686
19687
19688
19689	<tr>
19690
19691
19692
19693
19694
19695
19696
19697	<td style="vertical-align: middle;" width="15%">
19698
19699
19700
19701
19702
19703
19704	<p><a href="chapter_4.1.html#roughness_length"><b>roughness_length</b></a></p>
19705
19706
19707
19708
19709
19710
19711
19712	</td>
19713
19714
19715
19716
19717
19718
19719
19720	<td style="vertical-align: middle;" width="5%">
19721
19722
19723
19724
19725
19726
19727	<p>I</p>
19728
19729
19730
19731
19732
19733
19734
19735	</td>
19736
19737
19738
19739
19740
19741
19742
19743	<td style="vertical-align: middle;" width="7%">
19744
19745
19746
19747
19748
19749
19750	<p>R</p>
19751
19752
19753
19754
19755
19756
19757
19758	</td>
19759
19760
19761
19762
19763
19764
19765
19766	<td style="vertical-align: middle;" width="16%">
19767
19768
19769
19770
19771
19772
19773	<p><i>0.1</i></p>
19774
19775
19776
19777
19778
19779
19780
19781	</td>
19782
19783
19784
19785
19786
19787
19788
19789	<td style="vertical-align: middle;" width="57%">
19790
19791
19792
19793
19794
19795
19796	<p>Roughness length (in m). <br>
19797
19798
19799
19800
19801
19802
19803
19804	</p>
19805
19806
19807
19808
19809
19810
19811
19812	</td>
19813
19814
19815
19816
19817
19818
19819
19820	</tr>
19821
19822
19823
19824
19825
19826
19827
19828	<tr>
19829
19830
19831
19832
19833
19834
19835
19836	<td style="vertical-align: middle;" width="15%">
19837
19838
19839
19840
19841
19842
19843	<p><a href="chapter_4.1.html#scalar_advec"><b>scalar_advec</b></a></p>
19844
19845
19846
19847
19848
19849
19850
19851	</td>
19852
19853
19854
19855
19856
19857
19858
19859	<td style="vertical-align: middle;" width="5%">
19860
19861
19862
19863
19864
19865
19866	<p>I</p>
19867
19868
19869
19870
19871
19872
19873
19874	</td>
19875
19876
19877
19878
19879
19880
19881
19882	<td style="vertical-align: middle;" width="7%">
19883
19884
19885
19886
19887
19888
19889	<p>C * 10</p>
19890
19891
19892
19893
19894
19895
19896
19897	</td>
19898
19899
19900
19901
19902
19903
19904
19905	<td style="vertical-align: middle;" width="16%">
19906
19907
19908
19909
19910
19911
19912	<p><i>'pw-scheme'</i></p>
19913
19914
19915
19916
19917
19918
19919
19920	</td>
19921
19922
19923
19924
19925
19926
19927
19928	<td style="vertical-align: middle;" width="57%">
19929
19930
19931
19932
19933
19934
19935	<p>Advection scheme to be used for the scalar quantities. <br>
19936
19937
19938
19939
19940
19941
19942
19943	</p>
19944
19945
19946
19947
19948
19949
19950
19951	</td>
19952
19953
19954
19955
19956
19957
19958
19959	</tr>
19960
19961
19962
19963
19964
19965
19966
19967	<tr>
19968	<td><a href="chapter_4.2.html#section_xy"><span style="font-weight: bold;">section_xy</span></a></td>
19969	<td>R</td>
19970	<td>I (100)</td>
19971	<td><span style="font-style: italic;">no section</span></td>
19972	<td><font face="Thorndale">Position of cross section(s) for output of 2d horizontal cross sections (grid point index k). </font></td>
19973	</tr>
19974	<tr>
19975	<td><a href="chapter_4.2.html#section_xz"><span style="font-weight: bold;">section_xz</span></a></td>
19976	<td>R</td>
19977	<td>I (100)</td>
19978	<td><span style="font-style: italic;">no section</span></td>
19979	<td><font face="Thorndale">Position of cross section(s) for output of 2d (xz) vertical cross sections (grid point index j). </font></td>
19980	</tr>
19981	<tr>
19982	<td><a href="chapter_4.2.html#section_yz"><span style="font-weight: bold;">section_yz</span></a></td>
19983	<td>R</td>
19984	<td>I (100)</td>
19985	<td><span style="font-style: italic;">no section</span></td>
19986	<td><font face="Thorndale">Position of cross section(s) for output of 2d (yz) vertical cross sections (grid point index i). </font></td>
19987	</tr>
19988	<tr>
19989	<td><a href="chapter_4.2.html#skip_particles_for_tail"><span style="font-weight: bold;">skip_particles_for_tail</span></a></td>
19990	<td>P</td>
19991	<td>I</td>
19992	<td><span style="font-style: italic;">1</span></td>
19993	<td>Limit the number of particle tails.</td>
19994	</tr>
19995	<tr>
19996	<td><a href="chapter_4.2.html#skip_time_data_output"><span style="font-weight: bold;">skip_time_data_output</span></a></td>
19997	<td>R</td>
19998	<td>R</td>
19999	<td><span style="font-style: italic;">0.0</span></td>
20000	<td>No data output before this interval has passed (in s).</td>
20001	</tr>
20002	<tr>
20003	<td><a href="chapter_4.2.html#skip_time_data_output_av"><span style="font-weight: bold;">skip_time_data_output_av</span></a></td>
20004	<td>R</td>
20005	<td>R</td>
20006	<td><span style="font-style: italic;">value of <a href="chapter_4.2.html#skip_time_data_output">skip_time_<br>
20007	data_output</a></span></td>
20008	<td>No output of temporally averaged 2d/3d data before this interval has passed (in s).</td>
20009	</tr>
20010	<tr>
20011	<td><a href="chapter_4.2.html#skip_time_dopr"><span style="font-weight: bold;">skip_time_dopr</span></a></td>
20012	<td>R</td>
20013	<td>R</td>
20014	<td><span style="font-style: italic;">value of <a href="chapter_4.2.html#skip_time_data_output">skip_time_<br>
20015	data_output</a></span></td>
20016	<td>No output of vertical profile data before this interval has passed (in s).</td>
20017	</tr>
20018	<tr>
20019	<td><a href="chapter_4.2.html#skip_time_dosp"><span style="font-weight: bold;">skip_time_dosp</span></a></td>
20020	<td>P</td>
20021	<td>R</td>
20022	<td><span style="font-style: italic;">value of <a href="chapter_4.2.html#skip_time_data_output">skip_time_<br>
20023	data_output</a></span></td>
20024	<td>No output of spectra data before this interval has passed (in s).</td>
20025	</tr>
20026	<tr>
20027	<td><a href="chapter_4.2.html#skip_time_do2d_xy"><span style="font-weight: bold;">skip_time_do2d_xy</span></a></td>
20028	<td>R</td>
20029	<td>R</td>
20030	<td><span style="font-style: italic;">value of <a href="chapter_4.2.html#skip_time_data_output">skip_time_<br>
20031	data_output</a></span></td>
20032	<td>No output of instantaneous horizontal cross section data before this interval has passed (in s).</td>
20033	</tr>
20034	<tr>
20035	<td><a href="chapter_4.2.html#skip_time_do2d_xz"><span style="font-weight: bold;">skip_time_do2d_xz</span></a></td>
20036	<td>R</td>
20037	<td>R</td>
20038	<td><span style="font-style: italic;">value of <a href="chapter_4.2.html#skip_time_data_output">skip_time_<br>
20039	data_output</a></span></td>
20040	<td>No output of instantaneous vertical (xz) cross section data before this interval has passed (in s).</td>
20041	</tr>
20042	<tr>
20043	<td><a href="chapter_4.2.html#skip_time_do2d_yz"><span style="font-weight: bold;">skip_time_do2d_yz</span></a></td>
20044	<td>R</td>
20045	<td>R</td>
20046	<td><span style="font-style: italic;">value of <a href="chapter_4.2.html#skip_time_data_output">skip_time_<br>
20047	data_output</a></span></td>
20048	<td>No output of instantaneous vertical (yz) cross section data before this interval has passed (in s).<br>
20049	</td>
20050	</tr>
20051	<tr>
20052	<td><a href="chapter_4.2.html#skip_time_do3d"><span style="font-weight: bold;">skip_time_do3d</span></a></td>
20053	<td>R</td>
20054	<td>R</td>
20055	<td><span style="font-style: italic;">value of <a href="chapter_4.2.html#skip_time_data_output">skip_time_<br>
20056	data_output</a></span></td>
20057	<td>No output of instantaneous 3d volume data before this interval has passed (in s).</td>
20058	</tr>
20059	<tr>
20060
20061
20062
20063
20064
20065
20066
20067	<td style="vertical-align: middle;"><b><a href="file:///home/raasch/public_html/PALM_group/doc/app/chapter_4.2.html#spectra_direction"><b>slicer_range_limits_dvrp</b></a></b></td>
20068
20069
20070
20071
20072
20073
20074
20075	<td style="vertical-align: middle;">P<br>
20076
20077
20078
20079
20080
20081
20082
20083	</td>
20084
20085
20086
20087
20088
20089
20090
20091	<td style="vertical-align: middle;">R(2,10)<br>
20092
20093
20094
20095
20096
20097
20098
20099	</td>
20100
20101
20102
20103
20104
20105
20106
20107	<td style="vertical-align: middle;"><span style="font-style: italic;">10
20108	* (-1,1)</span></td>
20109
20110
20111
20112
20113
20114
20115
20116	<td style="vertical-align: middle;">Ranges
20117	of values to which a color table has to be mapped (units of the
20118	respective quantity).</td>
20119
20120
20121
20122
20123
20124
20125
20126	</tr>
20127
20128
20129
20130
20131
20132
20133
20134	<tr>
20135
20136
20137
20138
20139
20140
20141
20142	<td style="vertical-align: middle;" width="15%">
20143
20144
20145
20146
20147
20148
20149	<p><a href="chapter_4.2.html#spectra_direction"><b>spectra_direction</b></a></p>
20150
20151
20152
20153
20154
20155
20156
20157	</td>
20158
20159
20160
20161
20162
20163
20164
20165	<td style="vertical-align: middle;" width="5%">
20166
20167
20168
20169
20170
20171
20172	<p>P</p>
20173
20174
20175
20176
20177
20178
20179
20180	</td>
20181
20182
20183
20184
20185
20186
20187
20188	<td style="vertical-align: middle;" width="7%">
20189
20190
20191
20192
20193
20194
20195	<p>C * 2 (10)</p>
20196
20197
20198
20199
20200
20201
20202
20203	</td>
20204
20205
20206
20207
20208
20209
20210
20211	<td style="vertical-align: middle;" width="16%">
20212
20213
20214
20215
20216
20217
20218	<p><i>10 * ' '</i></p>
20219
20220
20221
20222
20223
20224
20225
20226	</td>
20227
20228
20229
20230
20231
20232
20233
20234	<td style="vertical-align: middle;" width="57%">
20235
20236
20237
20238
20239
20240
20241	<p>Direction(s) along which spectra are to be calculated. <br>
20242
20243
20244
20245
20246
20247
20248
20249	</p>
20250
20251
20252
20253
20254
20255
20256
20257	</td>
20258
20259
20260
20261
20262
20263
20264
20265	</tr>
20266
20267
20268
20269
20270
20271
20272
20273	<tr>
20274
20275
20276
20277
20278
20279
20280
20281	<td style="vertical-align: middle;" width="15%">
20282
20283
20284
20285
20286
20287
20288	<p><a href="chapter_4.1.html#statistic_regions"><b>statistic_regions</b></a></p>
20289
20290
20291
20292
20293
20294
20295
20296	</td>
20297
20298
20299
20300
20301
20302
20303
20304	<td style="vertical-align: middle;" width="5%">
20305
20306
20307
20308
20309
20310
20311	<p>I</p>
20312
20313
20314
20315
20316
20317
20318
20319	</td>
20320
20321
20322
20323
20324
20325
20326
20327	<td style="vertical-align: middle;" width="7%">
20328
20329
20330
20331
20332
20333
20334	<p>I</p>
20335
20336
20337
20338
20339
20340
20341
20342	</td>
20343
20344
20345
20346
20347
20348
20349
20350	<td style="vertical-align: middle;" width="16%">
20351
20352
20353
20354
20355
20356
20357	<p><i>0</i></p>
20358
20359
20360
20361
20362
20363
20364
20365	</td>
20366
20367
20368
20369
20370
20371
20372
20373	<td style="vertical-align: middle;" width="57%">
20374
20375
20376
20377
20378
20379
20380	<p>Number of additional user-defined subdomains for which
20381	statistical analysis
20382	and corresponding output (profiles, time series) shall be made.</p>
20383
20384
20385
20386
20387
20388
20389
20390	</td>
20391
20392
20393
20394
20395
20396
20397
20398	</tr>
20399
20400
20401
20402
20403
20404
20405
20406	<tr>
20407
20408
20409
20410
20411
20412
20413
20414	<td style="vertical-align: middle;" width="15%">
20415
20416
20417
20418
20419
20420
20421	<p><a href="chapter_4.2.html#superelevation"><b>superelevation</b></a></p>
20422
20423
20424
20425
20426
20427
20428
20429	</td>
20430
20431
20432
20433
20434
20435
20436
20437	<td style="vertical-align: middle;" width="5%">
20438
20439
20440
20441
20442
20443
20444	<p>P</p>
20445
20446
20447
20448
20449
20450
20451
20452	</td>
20453
20454
20455
20456
20457
20458
20459
20460	<td style="vertical-align: middle;" width="7%">
20461
20462
20463
20464
20465
20466
20467	<p>R</p>
20468
20469
20470
20471
20472
20473
20474
20475	</td>
20476
20477
20478
20479
20480
20481
20482
20483	<td style="vertical-align: middle;" width="16%">
20484
20485
20486
20487
20488
20489
20490	<p><i>1.0</i></p>
20491
20492
20493
20494
20495
20496
20497
20498	</td>
20499
20500
20501
20502
20503
20504
20505
20506	<td style="vertical-align: middle;" width="57%">
20507
20508
20509
20510
20511
20512
20513	<p>Superelevation factor for the vertical coordinate. <br>
20514
20515
20516
20517
20518
20519
20520
20521	</p>
20522
20523
20524
20525
20526
20527
20528
20529	</td>
20530
20531
20532
20533
20534
20535
20536
20537	</tr>
20538
20539
20540
20541
20542
20543
20544
20545	<tr>
20546
20547
20548
20549
20550
20551
20552
20553	<td style="vertical-align: middle;" width="15%">
20554
20555
20556
20557
20558
20559
20560	<p><a href="chapter_4.2.html#superelevation_x"><b>superelevation_x</b></a></p>
20561
20562
20563
20564
20565
20566
20567
20568	</td>
20569
20570
20571
20572
20573
20574
20575
20576	<td style="vertical-align: middle;" width="5%">
20577
20578
20579
20580
20581
20582
20583	<p>P</p>
20584
20585
20586
20587
20588
20589
20590
20591	</td>
20592
20593
20594
20595
20596
20597
20598
20599	<td style="vertical-align: middle;" width="7%">
20600
20601
20602
20603
20604
20605
20606	<p>R</p>
20607
20608
20609
20610
20611
20612
20613
20614	</td>
20615
20616
20617
20618
20619
20620
20621
20622	<td style="vertical-align: middle;" width="16%">
20623
20624
20625
20626
20627
20628
20629	<p><i>1.0</i></p>
20630
20631
20632
20633
20634
20635
20636
20637	</td>
20638
20639
20640
20641
20642
20643
20644
20645	<td style="vertical-align: middle;" width="57%">
20646
20647
20648
20649
20650
20651
20652	<p>Superelevation factor for the horizontal (x) coordinate.
20653	<br>
20654
20655
20656
20657
20658
20659
20660
20661	</p>
20662
20663
20664
20665
20666
20667
20668
20669	</td>
20670
20671
20672
20673
20674
20675
20676
20677	</tr>
20678
20679
20680
20681
20682
20683
20684
20685	<tr>
20686
20687
20688
20689
20690
20691
20692
20693	<td style="vertical-align: middle;" width="15%">
20694
20695
20696
20697
20698
20699
20700	<p><a href="chapter_4.2.html#superelevation_y"><b>superelevation_y</b></a></p>
20701
20702
20703
20704
20705
20706
20707
20708	</td>
20709
20710
20711
20712
20713
20714
20715
20716	<td style="vertical-align: middle;" width="5%">
20717
20718
20719
20720
20721
20722
20723	<p>P</p>
20724
20725
20726
20727
20728
20729
20730
20731	</td>
20732
20733
20734
20735
20736
20737
20738
20739	<td style="vertical-align: middle;" width="7%">
20740
20741
20742
20743
20744
20745
20746	<p>R</p>
20747
20748
20749
20750
20751
20752
20753
20754	</td>
20755
20756
20757
20758
20759
20760
20761
20762	<td style="vertical-align: middle;" width="16%">
20763
20764
20765
20766
20767
20768
20769	<p><i>1.0</i></p>
20770
20771
20772
20773
20774
20775
20776
20777	</td>
20778
20779
20780
20781
20782
20783
20784
20785	<td style="vertical-align: middle;" width="57%">
20786
20787
20788
20789
20790
20791
20792	<p>Superelevation factor for the
20793	horizontal (y) coordinate. <br>
20794
20795
20796
20797
20798
20799
20800
20801	</p>
20802
20803
20804
20805
20806
20807
20808
20809	</td>
20810
20811
20812
20813
20814
20815
20816
20817	</tr>
20818
20819
20820
20821
20822
20823
20824
20825	<tr>
20826
20827
20828
20829
20830
20831
20832
20833	<td style="vertical-align: middle;" width="15%">
20834
20835
20836
20837
20838
20839
20840	<p><a href="chapter_4.1.html#surface_heatflux"><b>surface_heatflux</b></a></p>
20841
20842
20843
20844
20845
20846
20847
20848	</td>
20849
20850
20851
20852
20853
20854
20855
20856	<td style="vertical-align: middle;" width="5%">
20857
20858
20859
20860
20861
20862
20863	<p>I</p>
20864
20865
20866
20867
20868
20869
20870
20871	</td>
20872
20873
20874
20875
20876
20877
20878
20879	<td style="vertical-align: middle;" width="7%">
20880
20881
20882
20883
20884
20885
20886	<p>R</p>
20887
20888
20889
20890
20891
20892
20893
20894	</td>
20895
20896
20897
20898
20899
20900
20901
20902	<td style="vertical-align: middle;" width="16%">
20903
20904
20905
20906
20907
20908
20909	<p><span style="font-style: italic;">no prescribed heatflux</span></p>
20910
20911
20912
20913
20914
20915
20916
20917	</td>
20918
20919
20920
20921
20922
20923
20924
20925	<td style="vertical-align: middle;" width="57%">
20926
20927
20928
20929
20930
20931
20932	<p>Kinematic sensible heat flux at the bottom surface (in K m/s).</p>
20933
20934
20935
20936
20937
20938
20939
20940	</td>
20941
20942
20943
20944
20945
20946
20947
20948	</tr>
20949
20950
20951
20952
20953
20954
20955
20956	<tr>
20957
20958
20959
20960
20961
20962
20963
20964	<td style="vertical-align: middle;" width="15%">
20965
20966
20967
20968
20969
20970
20971	<p><a href="chapter_4.1.html#surface_pressure"><b>surface_pressure</b></a></p>
20972
20973
20974
20975
20976
20977
20978
20979	</td>
20980
20981
20982
20983
20984
20985
20986
20987	<td style="vertical-align: middle;" width="5%">
20988
20989
20990
20991
20992
20993
20994	<p>I</p>
20995
20996
20997
20998
20999
21000
21001
21002	</td>
21003
21004
21005
21006
21007
21008
21009
21010	<td style="vertical-align: middle;" width="7%">
21011
21012
21013
21014
21015
21016
21017	<p>R</p>
21018
21019
21020
21021
21022
21023
21024
21025	</td>
21026
21027
21028
21029
21030
21031
21032
21033	<td style="vertical-align: middle;" width="16%">
21034
21035
21036
21037
21038
21039
21040	<p><i>1013.25</i></p>
21041
21042
21043
21044
21045
21046
21047
21048	</td>
21049
21050
21051
21052
21053
21054
21055
21056	<td style="vertical-align: middle;" width="57%">
21057
21058
21059
21060
21061
21062
21063	<p>Atmospheric pressure at the surface (in hPa)</p>
21064
21065
21066
21067
21068
21069
21070
21071	</td>
21072
21073
21074
21075
21076
21077
21078
21079	</tr>
21080
21081
21082
21083
21084
21085
21086
21087	<tr>
21088
21089
21090
21091
21092
21093
21094
21095	<td style="vertical-align: middle;"><b><a href="chapter_4.1.html#surface_scalarflux"><b>surface_scalarflux</b></a></b></td>
21096
21097
21098
21099
21100
21101
21102
21103	<td style="vertical-align: middle;">I<br>
21104
21105
21106
21107
21108
21109
21110
21111	</td>
21112
21113
21114
21115
21116
21117
21118
21119	<td style="vertical-align: middle;">R<br>
21120
21121
21122
21123
21124
21125
21126
21127	</td>
21128
21129
21130
21131
21132
21133
21134
21135	<td style="vertical-align: middle;"><i>0.0</i></td>
21136
21137
21138
21139
21140
21141
21142
21143	<td style="vertical-align: middle;">Scalar flux at
21144	the surface
21145	(in kg/(m<sup>2</sup> s)). <br>
21146
21147
21148
21149
21150
21151
21152
21153	</td>
21154
21155
21156
21157
21158
21159
21160
21161	</tr>
21162
21163
21164
21165
21166
21167
21168
21169	<tr>
21170
21171
21172
21173
21174
21175
21176
21177	<td style="vertical-align: middle;" width="15%">
21178
21179
21180
21181
21182
21183
21184	<p><a href="chapter_4.1.html#surface_waterflux"><b>surface_waterflux</b></a></p>
21185
21186
21187
21188
21189
21190
21191
21192	</td>
21193
21194
21195
21196
21197
21198
21199
21200	<td style="vertical-align: middle;" width="5%">
21201
21202
21203
21204
21205
21206
21207	<p>I</p>
21208
21209
21210
21211
21212
21213
21214
21215	</td>
21216
21217
21218
21219
21220
21221
21222
21223	<td style="vertical-align: middle;" width="7%">
21224
21225
21226
21227
21228
21229
21230	<p>R</p>
21231
21232
21233
21234
21235
21236
21237
21238	</td>
21239
21240
21241
21242
21243
21244
21245
21246	<td style="vertical-align: middle;" width="16%">
21247
21248
21249
21250
21251
21252
21253	<p><i>0.0</i></p>
21254
21255
21256
21257
21258
21259
21260
21261	</td>
21262
21263
21264
21265
21266
21267
21268
21269	<td style="vertical-align: middle;" width="57%">
21270
21271
21272
21273
21274
21275
21276	<p>Kinematic water flux near the surface (in m/s). <br>
21277
21278
21279
21280
21281
21282
21283
21284	</p>
21285
21286
21287
21288
21289
21290
21291
21292	</td>
21293
21294
21295
21296
21297
21298
21299
21300	</tr>
21301
21302
21303
21304
21305
21306
21307
21308	<tr>
21309
21310
21311
21312
21313
21314
21315
21316	<td style="vertical-align: middle;"><b><a href="chapter_4.1.html#s_surface"><b>s_surface</b></a></b></td>
21317
21318
21319
21320
21321
21322
21323
21324	<td style="vertical-align: middle;">I<br>
21325
21326
21327
21328
21329
21330
21331
21332	</td>
21333
21334
21335
21336
21337
21338
21339
21340	<td style="vertical-align: middle;">R<br>
21341
21342
21343
21344
21345
21346
21347
21348	</td>
21349
21350
21351
21352
21353
21354
21355
21356	<td style="vertical-align: middle;"><i>0.0</i></td>
21357
21358
21359
21360
21361
21362
21363
21364	<td style="vertical-align: middle;">Surface value of
21365	the passive
21366	scalar (in kg/m<sup>3</sup>). <br>
21367
21368
21369
21370
21371
21372
21373
21374	</td>
21375
21376
21377
21378
21379
21380
21381
21382	</tr>
21383
21384
21385
21386
21387
21388
21389
21390	<tr>
21391
21392
21393
21394
21395
21396
21397
21398	<td style="vertical-align: middle;"><b><b><a href="chapter_4.1.html#s_surface_initial_change"><b>s_surface_initial_change</b></a></b></b></td>
21399
21400
21401
21402
21403
21404
21405
21406	<td style="vertical-align: middle;">I<br>
21407
21408
21409
21410
21411
21412
21413
21414	</td>
21415
21416
21417
21418
21419
21420
21421
21422	<td style="vertical-align: middle;">R<br>
21423
21424
21425
21426
21427
21428
21429
21430	</td>
21431
21432
21433
21434
21435
21436
21437
21438	<td style="vertical-align: middle;"><i>0.0</i></td>
21439
21440
21441
21442
21443
21444
21445
21446	<td style="vertical-align: middle;">Change in
21447	surface scalar
21448	concentration to be made at the
21449	beginning of the 3d run (in kg/m<sup>3</sup>). <br>
21450
21451
21452
21453
21454
21455
21456
21457	</td>
21458
21459
21460
21461
21462
21463
21464
21465	</tr>
21466
21467
21468
21469
21470
21471
21472
21473	<tr>
21474
21475
21476
21477
21478
21479
21480
21481	<td style="vertical-align: middle;"><b><b><a href="chapter_4.1.html#s_vertical_gradient"><b>s_vertical_gradient</b></a></b></b></td>
21482
21483
21484
21485
21486
21487
21488
21489	<td style="vertical-align: middle;">I<br>
21490
21491
21492
21493
21494
21495
21496
21497	</td>
21498
21499
21500
21501
21502
21503
21504
21505	<td style="vertical-align: middle;">R(10)<br>
21506
21507
21508
21509
21510
21511
21512
21513	</td>
21514
21515
21516
21517
21518
21519
21520
21521	<td style="vertical-align: middle;"><i>10 * 0</i><i>.0</i></td>
21522
21523
21524
21525
21526
21527
21528
21529	<td style="vertical-align: middle;">Scalar
21530	concentration
21531	gradient(s) of the initial scalar
21532	concentration profile (in kg/m<sup>3 </sup>/
21533	100 m). <br>
21534
21535
21536
21537
21538
21539
21540
21541	</td>
21542
21543
21544
21545
21546
21547
21548
21549	</tr>
21550
21551
21552
21553
21554
21555
21556
21557	<tr>
21558	<td><a href="chapter_4.1.html#s_vertical_gradient_level"><span style="font-weight: bold;">s_vertical_gradient_level</span></a></td>
21559	<td>I</td>
21560	<td>R(10)</td>
21561	<td><span style="font-style: italic;">10 * 0.0</span></td>
21562	<td>Height level from which on the scalar gradient defined by <a href="chapter_4.1.html#s_vertical_gradient">s_vertical_gradient</a>
21563	is effective (in m).</td>
21564	</tr>
21565	<tr>
21566
21567
21568
21569
21570
21571
21572
21573	<td style="vertical-align: middle;" width="15%">
21574
21575
21576
21577
21578
21579
21580	<p><a href="chapter_4.2.html#termination_time_needed"><b>termination_time</b></a>
21581	<br>
21582
21583
21584
21585
21586
21587
21588
21589	<a href="chapter_4.2.html#termination_time_needed"> <b>_needed</b></a></p>
21590
21591
21592
21593
21594
21595
21596
21597	</td>
21598
21599
21600
21601
21602
21603
21604
21605	<td style="vertical-align: middle;" width="5%">
21606
21607
21608
21609
21610
21611
21612	<p>R</p>
21613
21614
21615
21616
21617
21618
21619
21620	</td>
21621
21622
21623
21624
21625
21626
21627
21628	<td style="vertical-align: middle;" width="7%">
21629
21630
21631
21632
21633
21634
21635	<p>R</p>
21636
21637
21638
21639
21640
21641
21642
21643	</td>
21644
21645
21646
21647
21648
21649
21650
21651	<td style="vertical-align: middle;" width="16%">
21652
21653
21654
21655
21656
21657
21658	<p><i>35.0</i></p>
21659
21660
21661
21662
21663
21664
21665
21666	</td>
21667
21668
21669
21670
21671
21672
21673
21674	<td style="vertical-align: middle;" width="57%">
21675
21676
21677
21678
21679
21680
21681	<p>CPU time needed for terminal actions at the end of a run
21682	in
21683	batch mode (in s).</p>
21684
21685
21686
21687
21688
21689
21690
21691	</td>
21692
21693
21694
21695
21696
21697
21698
21699	</tr>
21700
21701
21702
21703
21704
21705
21706
21707	<tr>
21708
21709
21710
21711
21712
21713
21714
21715	<td style="vertical-align: middle;" width="15%">
21716
21717
21718
21719
21720
21721
21722	<p><a href="chapter_4.2.html#threshold"><b>threshold</b></a></p>
21723
21724
21725
21726
21727
21728
21729
21730	</td>
21731
21732
21733
21734
21735
21736
21737
21738	<td style="vertical-align: middle;" width="5%">
21739
21740
21741
21742
21743
21744
21745	<p>P</p>
21746
21747
21748
21749
21750
21751
21752
21753	</td>
21754
21755
21756
21757
21758
21759
21760
21761	<td style="vertical-align: middle;" width="7%">
21762
21763
21764
21765
21766
21767
21768	<p>R (10)</p>
21769
21770
21771
21772
21773
21774
21775
21776	</td>
21777
21778
21779
21780
21781
21782
21783
21784	<td style="vertical-align: middle;" width="16%">
21785
21786
21787
21788
21789
21790
21791	<p><i>0.0</i></p>
21792
21793
21794
21795
21796
21797
21798
21799	</td>
21800
21801
21802
21803
21804
21805
21806
21807	<td style="vertical-align: middle;" width="57%">
21808
21809
21810
21811
21812
21813
21814	<p>Threshold value for which an isosurface is to be created
21815	by
21816	the <span style="font-weight: bold;">dvrp</span>
21817	software. <br>
21818
21819
21820
21821
21822
21823
21824
21825	</p>
21826
21827
21828
21829
21830
21831
21832
21833	</td>
21834
21835
21836
21837
21838
21839
21840
21841	</tr>
21842
21843
21844
21845
21846
21847
21848
21849	<tr>
21850
21851
21852
21853
21854
21855
21856
21857	<td style="vertical-align: middle;" width="15%">
21858
21859
21860
21861
21862
21863
21864	<p><a href="chapter_4.1.html#timestep_scheme"><b>timestep_scheme</b></a></p>
21865
21866
21867
21868
21869
21870
21871
21872	</td>
21873
21874
21875
21876
21877
21878
21879
21880	<td style="vertical-align: middle;" width="5%">
21881
21882
21883
21884
21885
21886
21887	<p>I</p>
21888
21889
21890
21891
21892
21893
21894
21895	</td>
21896
21897
21898
21899
21900
21901
21902
21903	<td style="vertical-align: middle;" width="7%">
21904
21905
21906
21907
21908
21909
21910	<p>C * 20</p>
21911
21912
21913
21914
21915
21916
21917
21918	</td>
21919
21920
21921
21922
21923
21924
21925
21926	<td style="vertical-align: middle;" width="16%">
21927
21928
21929
21930
21931
21932
21933	<p><i>'runge-kutta-3'</i></p>
21934
21935
21936
21937
21938
21939
21940
21941	</td>
21942
21943
21944
21945
21946
21947
21948
21949	<td style="vertical-align: middle;" width="57%">
21950
21951
21952
21953
21954
21955
21956	<p>Time step scheme to be used for integration of the prognostic
21957	variables. <br>
21958
21959
21960
21961
21962
21963
21964
21965	</p>
21966
21967
21968
21969
21970
21971
21972
21973	</td>
21974
21975
21976
21977
21978
21979
21980
21981	</tr>
21982
21983
21984
21985
21986
21987
21988
21989	<tr>
21990
21991
21992
21993
21994
21995
21996
21997	<td><a href="chapter_4.1.html#topography"><span style="font-weight: bold;">topography</span></a></td>
21998
21999
22000
22001
22002
22003
22004
22005	<td>I</td>
22006
22007
22008
22009
22010
22011
22012
22013	<td>C * 40</td>
22014
22015
22016
22017
22018
22019
22020
22021	<td><span style="font-style: italic;">'flat'</span></td>
22022
22023
22024
22025
22026
22027
22028
22029	<td>Topography mode.</td>
22030
22031
22032
22033
22034
22035
22036
22037	</tr>
22038
22039
22040
22041
22042
22043
22044
22045	<tr><td><a style="font-weight: bold;" href="chapter_4.1.html#top_heatflux">top_heatflux</a></td><td>I</td><td>R</td><td><span style="font-style: italic;">no prescribed heatflux</span></td><td>Kinematic sensible heat flux at the top surface (in K m/s).</td></tr><tr>
22046
22047
22048
22049
22050
22051
22052
22053	<td style="vertical-align: middle;" width="15%">
22054
22055
22056
22057
22058
22059
22060	<p><a href="chapter_4.1.html#ug_surface"><b>ug_surface</b></a></p>
22061
22062
22063
22064
22065
22066
22067
22068	</td>
22069
22070
22071
22072
22073
22074
22075
22076	<td style="vertical-align: middle;" width="5%">
22077
22078
22079
22080
22081
22082
22083	<p>I</p>
22084
22085
22086
22087
22088
22089
22090
22091	</td>
22092
22093
22094
22095
22096
22097
22098
22099	<td style="vertical-align: middle;" width="7%">
22100
22101
22102
22103
22104
22105
22106	<p>R</p>
22107
22108
22109
22110
22111
22112
22113
22114	</td>
22115
22116
22117
22118
22119
22120
22121
22122	<td style="vertical-align: middle;" width="16%">
22123
22124
22125
22126
22127
22128
22129	<p><i>0.0</i></p>
22130
22131
22132
22133
22134
22135
22136
22137	</td>
22138
22139
22140
22141
22142
22143
22144
22145	<td style="vertical-align: middle;" width="57%">
22146
22147
22148
22149
22150
22151
22152	<p>u-component of the geostrophic wind at the surface (in m/s). <br>
22153
22154
22155
22156
22157
22158
22159
22160	</p>
22161
22162
22163
22164
22165
22166
22167
22168	</td>
22169
22170
22171
22172
22173
22174
22175
22176	</tr>
22177
22178
22179
22180
22181
22182
22183
22184	<tr>
22185	<td><a href="chapter_4.1.html#ug_vertical_gradient"><span style="font-weight: bold;">ug_vertical_gradient</span></a></td>
22186	<td>I</td>
22187	<td>R(10)</td>
22188	<td><span style="font-style: italic;">10 * 0.0</span></td>
22189	<td>Gradient(s) of the initial
22190	profile of the  u-component of the geostrophic wind (in 1/100s).</td>
22191	</tr>
22192	<tr>
22193	<td><a href="chapter_4.1.html#ug_vertical_gradient_level"><span style="font-weight: bold;">ug_vertical_gradient_level</span></a></td>
22194	<td>I</td>
22195	<td>R(10)</td>
22196	<td><span style="font-style: italic;">10 * 0.0</span></td>
22197	<td>Height level from which on the
22198	gradient defined by <a href="chapter_4.1.html#ug_vertical_gradient">ug_vertical_gradient</a>
22199	is effective (in m).<br>
22200
22201
22202
22203
22204
22205
22206
22207
22208
22209
22210
22211	</td>
22212	</tr>
22213	<tr>
22214
22215
22216
22217
22218
22219
22220
22221	<td style="vertical-align: middle;" width="15%">
22222
22223
22224
22225
22226
22227
22228	<p><a href="chapter_4.1.html#ups_limit_e"><b>ups_limit_e</b></a></p>
22229
22230
22231
22232
22233
22234
22235
22236	</td>
22237
22238
22239
22240
22241
22242
22243
22244	<td style="vertical-align: middle;" width="5%">
22245
22246
22247
22248
22249
22250
22251	<p>I</p>
22252
22253
22254
22255
22256
22257
22258
22259	</td>
22260
22261
22262
22263
22264
22265
22266
22267	<td style="vertical-align: middle;" width="7%">
22268
22269
22270
22271
22272
22273
22274	<p>R</p>
22275
22276
22277
22278
22279
22280
22281
22282	</td>
22283
22284
22285
22286
22287
22288
22289
22290	<td style="vertical-align: middle;" width="16%">
22291
22292
22293
22294
22295
22296
22297	<p><i>0.0</i></p>
22298
22299
22300
22301
22302
22303
22304
22305	</td>
22306
22307
22308
22309
22310
22311
22312
22313	<td style="vertical-align: middle;" width="57%">
22314
22315
22316
22317
22318
22319
22320	<p>Subgrid-scale turbulent kinetic energy difference used
22321	as
22322	criterion for applying the upstream scheme when upstream-spline
22323	advection is switched on (in m<sup>2</sup>/s<sup>2</sup>).
22324	</p>
22325
22326
22327
22328
22329
22330
22331
22332	</td>
22333
22334
22335
22336
22337
22338
22339
22340	</tr>
22341
22342
22343
22344
22345
22346
22347
22348	<tr>
22349
22350
22351
22352
22353
22354
22355
22356	<td style="vertical-align: middle;" width="15%">
22357
22358
22359
22360
22361
22362
22363	<p><a href="chapter_4.1.html#ups_limit_pt"><b>ups_limit_pt</b></a></p>
22364
22365
22366
22367
22368
22369
22370
22371	</td>
22372
22373
22374
22375
22376
22377
22378
22379	<td style="vertical-align: middle;" width="5%">
22380
22381
22382
22383
22384
22385
22386	<p>I</p>
22387
22388
22389
22390
22391
22392
22393
22394	</td>
22395
22396
22397
22398
22399
22400
22401
22402	<td style="vertical-align: middle;" width="7%">
22403
22404
22405
22406
22407
22408
22409	<p>R</p>
22410
22411
22412
22413
22414
22415
22416
22417	</td>
22418
22419
22420
22421
22422
22423
22424
22425	<td style="vertical-align: middle;" width="16%">
22426
22427
22428
22429
22430
22431
22432	<p><i>0.0</i></p>
22433
22434
22435
22436
22437
22438
22439
22440	</td>
22441
22442
22443
22444
22445
22446
22447
22448	<td style="vertical-align: middle;" width="57%">
22449
22450
22451
22452
22453
22454
22455	<p>Temperature difference used as criterion for
22456	applying
22457	the upstream scheme when upstream-spline advection  is
22458	switched on
22459	(in K). <br>
22460
22461
22462
22463
22464
22465
22466
22467	</p>
22468
22469
22470
22471
22472
22473
22474
22475	</td>
22476
22477
22478
22479
22480
22481
22482
22483	</tr>
22484
22485
22486
22487
22488
22489
22490
22491	<tr>
22492
22493
22494
22495
22496
22497
22498
22499	<td style="vertical-align: middle;" width="15%">
22500
22501
22502
22503
22504
22505
22506	<p><a href="chapter_4.1.html#ups_limit_u"><b>ups_limit_u</b></a></p>
22507
22508
22509
22510
22511
22512
22513
22514	</td>
22515
22516
22517
22518
22519
22520
22521
22522	<td style="vertical-align: middle;" width="5%">
22523
22524
22525
22526
22527
22528
22529	<p>I</p>
22530
22531
22532
22533
22534
22535
22536
22537	</td>
22538
22539
22540
22541
22542
22543
22544
22545	<td style="vertical-align: middle;" width="7%">
22546
22547
22548
22549
22550
22551
22552	<p>R</p>
22553
22554
22555
22556
22557
22558
22559
22560	</td>
22561
22562
22563
22564
22565
22566
22567
22568	<td style="vertical-align: middle;" width="16%">
22569
22570
22571
22572
22573
22574
22575	<p><i>0.0</i></p>
22576
22577
22578
22579
22580
22581
22582
22583	</td>
22584
22585
22586
22587
22588
22589
22590
22591	<td style="vertical-align: middle;" width="57%">
22592
22593
22594
22595
22596
22597
22598	<p>Velocity difference (u-component) used as criterion for
22599	applying the upstream scheme
22600	when upstream-spline advection is switched on (in m/s). <br>
22601
22602
22603
22604
22605
22606
22607
22608	</p>
22609
22610
22611
22612
22613
22614
22615
22616	</td>
22617
22618
22619
22620
22621
22622
22623
22624	</tr>
22625
22626
22627
22628
22629
22630
22631
22632	<tr>
22633
22634
22635
22636
22637
22638
22639
22640	<td style="vertical-align: middle;" width="15%">
22641
22642
22643
22644
22645
22646
22647	<p><a href="chapter_4.1.html#ups_limit_v"><b>ups_limit_v</b></a></p>
22648
22649
22650
22651
22652
22653
22654
22655	</td>
22656
22657
22658
22659
22660
22661
22662
22663	<td style="vertical-align: middle;" width="5%">
22664
22665
22666
22667
22668
22669
22670	<p>I</p>
22671
22672
22673
22674
22675
22676
22677
22678	</td>
22679
22680
22681
22682
22683
22684
22685
22686	<td style="vertical-align: middle;" width="7%">
22687
22688
22689
22690
22691
22692
22693	<p>R</p>
22694
22695
22696
22697
22698
22699
22700
22701	</td>
22702
22703
22704
22705
22706
22707
22708
22709	<td style="vertical-align: middle;" width="16%">
22710
22711
22712
22713
22714
22715
22716	<p><i>0.0</i></p>
22717
22718
22719
22720
22721
22722
22723
22724	</td>
22725
22726
22727
22728
22729
22730
22731
22732	<td style="vertical-align: middle;" width="57%">
22733
22734
22735
22736
22737
22738
22739	<p>Velocity difference (v-component) used as criterion for
22740	applying the upstream scheme
22741	when upstream-spline advection is switched on (in m/s). <br>
22742
22743
22744
22745
22746
22747
22748
22749	</p>
22750
22751
22752
22753
22754
22755
22756
22757	</td>
22758
22759
22760
22761
22762
22763
22764
22765	</tr>
22766
22767
22768
22769
22770
22771
22772
22773	<tr>
22774
22775
22776
22777
22778
22779
22780
22781	<td style="vertical-align: middle;" width="15%">
22782
22783
22784
22785
22786
22787
22788	<p><a href="chapter_4.1.html#ups_limit_w"><b>ups_limit_w</b></a></p>
22789
22790
22791
22792
22793
22794
22795
22796	</td>
22797
22798
22799
22800
22801
22802
22803
22804	<td style="vertical-align: middle;" width="5%">
22805
22806
22807
22808
22809
22810
22811	<p>I</p>
22812
22813
22814
22815
22816
22817
22818
22819	</td>
22820
22821
22822
22823
22824
22825
22826
22827	<td style="vertical-align: middle;" width="7%">
22828
22829
22830
22831
22832
22833
22834	<p>R</p>
22835
22836
22837
22838
22839
22840
22841
22842	</td>
22843
22844
22845
22846
22847
22848
22849
22850	<td style="vertical-align: middle;" width="16%">
22851
22852
22853
22854
22855
22856
22857	<p><i>0.0</i></p>
22858
22859
22860
22861
22862
22863
22864
22865	</td>
22866
22867
22868
22869
22870
22871
22872
22873	<td style="vertical-align: middle;" width="57%">
22874
22875
22876
22877
22878
22879
22880	<p>Velocity difference (w-component) used as criterion for
22881	applying the upstream scheme
22882	when upstream-spline advection is switched on (in m/s). <br>
22883
22884
22885
22886
22887
22888
22889
22890	</p>
22891
22892
22893
22894
22895
22896
22897
22898	</td>
22899
22900
22901
22902
22903
22904
22905
22906	</tr>
22907
22908
22909
22910
22911
22912
22913
22914	<tr>
22915	<td><a href="chapter_4.2.html#use_particle_tails"><span style="font-weight: bold;">use_particle_tails</span></a></td>
22916	<td>P</td>
22917	<td>L</td>
22918	<td>.F.</td>
22919	<td>Give particles a tail.</td>
22920	</tr>
22921	<tr>
22922
22923
22924
22925
22926
22927
22928
22929	<td style="vertical-align: middle;" width="15%">
22930
22931
22932
22933
22934
22935
22936	<p><a href="chapter_4.2.html#use_prior_plot1d_parameters"><b>use_prior_plot1d</b></a>
22937	<br>
22938
22939
22940
22941
22942
22943
22944
22945	<a href="chapter_4.2.html#use_prior_plot1d_parameters"> <b>_parameters</b></a></p>
22946
22947
22948
22949
22950
22951
22952
22953	</td>
22954
22955
22956
22957
22958
22959
22960
22961	<td style="vertical-align: middle;" width="5%">
22962
22963
22964
22965
22966
22967
22968	<p>R</p>
22969
22970
22971
22972
22973
22974
22975
22976	</td>
22977
22978
22979
22980
22981
22982
22983
22984	<td style="vertical-align: middle;" width="7%">
22985
22986
22987
22988
22989
22990
22991	<p>L</p>
22992
22993
22994
22995
22996
22997
22998
22999	</td>
23000
23001
23002
23003
23004
23005
23006
23007	<td style="vertical-align: middle;" width="16%">
23008
23009
23010
23011
23012
23013
23014	<p><i>.F.</i></p>
23015
23016
23017
23018
23019
23020
23021
23022	</td>
23023
23024
23025
23026
23027
23028
23029
23030	<td style="width: 57%; text-align: left; vertical-align: middle;">
23031
23032
23033
23034
23035
23036
23037	<p>Additional plot of vertical profile data with <span style="font-weight: bold;">profil</span> from
23038	preceding runs of the
23039	job chain.  </p>
23040
23041
23042
23043
23044
23045
23046
23047	</td>
23048
23049
23050
23051
23052
23053
23054
23055	</tr>
23056
23057
23058
23059
23060
23061
23062
23063	<tr>
23064	<td align="undefined" valign="undefined"><a href="chapter_4.2.html#use_sgs_for_particles"><span style="font-weight: bold;">use_sgs_for_particles</span></a></td>
23065	<td align="undefined" valign="undefined">P</td>
23066	<td align="undefined" valign="undefined">L</td>
23067	<td align="undefined" valign="undefined"><span style="font-style: italic;">.F.</span></td>
23068	<td align="undefined" valign="undefined">Use subgrid-scale velocities for particle advection.</td>
23069	</tr>
23070	<tr>
23071
23072
23073
23074
23075
23076
23077
23078	<td style="vertical-align: middle;" width="15%">
23079
23080
23081
23082
23083
23084
23085	<p><a href="chapter_4.1.html#use_surface_fluxes"><b>use_surface_fluxes</b></a></p>
23086
23087
23088
23089
23090
23091
23092
23093	</td>
23094
23095
23096
23097
23098
23099
23100
23101	<td style="vertical-align: middle;" width="5%">
23102
23103
23104
23105
23106
23107
23108	<p>I</p>
23109
23110
23111
23112
23113
23114
23115
23116	</td>
23117
23118
23119
23120
23121
23122
23123
23124	<td style="vertical-align: middle;" width="7%">
23125
23126
23127
23128
23129
23130
23131	<p>L</p>
23132
23133
23134
23135
23136
23137
23138
23139	</td>
23140
23141
23142
23143
23144
23145
23146
23147	<td style="vertical-align: middle;" width="16%">
23148
23149
23150
23151
23152
23153
23154	<p><i>.F.</i></p>
23155
23156
23157
23158
23159
23160
23161
23162	</td>
23163
23164
23165
23166
23167
23168
23169
23170	<td style="vertical-align: middle;" width="57%">
23171
23172
23173
23174
23175
23176
23177	<p>Parameter to steer the treatment of the subgrid-scale
23178	vertical
23179	fluxes within the diffusion terms at k=1 (bottom boundary).</p>
23180
23181
23182
23183
23184
23185
23186
23187	</td>
23188
23189
23190
23191
23192
23193
23194
23195	</tr>
23196
23197
23198
23199
23200
23201
23202
23203	<tr><td><a style="font-weight: bold;" href="chapter_4.1.html#use_top_fluxes">use_top_fluxes</a></td><td>I</td><td>L</td><td><span style="font-style: italic;">.F.</span></td><td>Parameter to steer the treatment of the subgrid-scale
23204	vertical
23205	fluxes within the diffusion terms at k=nz (top boundary).</td></tr><tr valign="top">
23206
23207
23208
23209
23210
23211
23212
23213	<td style="vertical-align: middle;" width="15%">
23214
23215
23216
23217
23218
23219
23220	<p><a href="chapter_4.1.html#use_ug_for_galilei_tr"><b>use_ug_for_galilei_tr</b></a></p>
23221
23222
23223
23224
23225
23226
23227
23228	</td>
23229
23230
23231
23232
23233
23234
23235
23236	<td style="vertical-align: middle;" width="5%">
23237
23238
23239
23240
23241
23242
23243	<p>I</p>
23244
23245
23246
23247
23248
23249
23250
23251	</td>
23252
23253
23254
23255
23256
23257
23258
23259	<td style="vertical-align: middle;" width="7%">
23260
23261
23262
23263
23264
23265
23266	<p>L</p>
23267
23268
23269
23270
23271
23272
23273
23274	</td>
23275
23276
23277
23278
23279
23280
23281
23282	<td style="vertical-align: middle;" width="16%">
23283
23284
23285
23286
23287
23288
23289	<p><i>.T.</i></p>
23290
23291
23292
23293
23294
23295
23296
23297	</td>
23298
23299
23300
23301
23302
23303
23304
23305	<td style="vertical-align: middle;" width="57%">
23306
23307
23308
23309
23310
23311
23312	<p>Switch to determine the translation velocity in case
23313	that a
23314	Galilean transformation is used.</p>
23315
23316
23317
23318
23319
23320
23321
23322	</td>
23323
23324
23325
23326
23327
23328
23329
23330	</tr>
23331
23332
23333
23334
23335
23336
23337
23338	<tr>
23339	<td align="undefined" valign="undefined"><a href="chapter_4.1.html#use_upstream_for_tke"><span style="font-weight: bold;">use_upstream_for_tke</span></a></td>
23340	<td align="undefined" valign="undefined">I</td>
23341	<td align="undefined" valign="undefined">L</td>
23342	<td align="undefined" valign="undefined"><span style="font-style: italic;">.F.</span></td>
23343	<td align="undefined" valign="undefined">Parameter to choose the advection/timestep scheme to be used for the subgrid-scale TKE.</td>
23344	</tr>
23345	<tr>
23346
23347
23348
23349
23350
23351
23352
23353	<td style="vertical-align: middle;">
23354
23355
23356
23357
23358
23359
23360	<p><a href="chapter_4.2.html#vertical_particle_advection"><b>vertical_particle_advection</b></a><br>
23361
23362
23363
23364
23365
23366
23367
23368	</p>
23369
23370
23371
23372
23373
23374
23375
23376	</td>
23377
23378
23379
23380
23381
23382
23383
23384	<td style="vertical-align: middle;">P<br>
23385
23386
23387
23388
23389
23390
23391
23392	</td>
23393
23394
23395
23396
23397
23398
23399
23400	<td style="vertical-align: middle;">L<br>
23401
23402
23403
23404
23405
23406
23407
23408	</td>
23409
23410
23411
23412
23413
23414
23415
23416	<td style="vertical-align: middle;"><i>.T.</i></td>
23417
23418
23419
23420
23421
23422
23423
23424	<td style="vertical-align: middle;">Switch on/off
23425	vertical
23426	particle transport.</td>
23427
23428
23429
23430
23431
23432
23433
23434	</tr>
23435
23436
23437
23438
23439
23440
23441
23442	<tr>
23443
23444
23445
23446
23447
23448
23449
23450	<td style="vertical-align: middle;" width="15%">
23451
23452
23453
23454
23455
23456
23457	<p><a href="chapter_4.1.html#vg_surface"><b>vg_surface</b></a></p>
23458
23459
23460
23461
23462
23463
23464
23465	</td>
23466
23467
23468
23469
23470
23471
23472
23473	<td style="vertical-align: middle;" width="5%">
23474
23475
23476
23477
23478
23479
23480	<p>I</p>
23481
23482
23483
23484
23485
23486
23487
23488	</td>
23489
23490
23491
23492
23493
23494
23495
23496	<td style="vertical-align: middle;" width="7%">
23497
23498
23499
23500
23501
23502
23503	<p>R</p>
23504
23505
23506
23507
23508
23509
23510
23511	</td>
23512
23513
23514
23515
23516
23517
23518
23519	<td style="vertical-align: middle;" width="16%">
23520
23521
23522
23523
23524
23525
23526	<p><i>0.0</i></p>
23527
23528
23529
23530
23531
23532
23533
23534	</td>
23535
23536
23537
23538
23539
23540
23541
23542	<td style="vertical-align: middle;" width="57%">
23543
23544
23545
23546
23547
23548
23549	<p>v-component of the geostrophic wind at the surface (in m/s).</p>
23550
23551
23552
23553
23554
23555
23556
23557	</td>
23558
23559
23560
23561
23562
23563
23564
23565	</tr>
23566
23567
23568
23569
23570
23571
23572
23573	<tr>
23574	<td><a href="chapter_4.1.html#vg_vertical_gradient"><span style="font-weight: bold;">vg_vertical_gradient</span></a></td>
23575	<td>I</td>
23576	<td>R(10)</td>
23577	<td><span style="font-style: italic;">10 * 0.0</span></td>
23578	<td>Gradient(s) of the initial
23579	profile of the  v-component of the geostrophic wind (in 1/100s).</td>
23580	</tr>
23581	<tr>
23582	<td><a href="chapter_4.1.html#vg_vertical_gradient_level"><span style="font-weight: bold;">vg_vertical_gradient_level</span></a></td>
23583	<td>I</td>
23584	<td>R(10)</td>
23585	<td><span style="font-style: italic;">10 * 0.0</span></td>
23586	<td>Height level from which on the
23587	gradient defined by <a href="chapter_4.1.html#vg_vertical_gradient">vg_vertical_gradient</a>
23588	is effective (in m).</td>
23589	</tr>
23590	<tr valign="top">
23591
23592
23593
23594
23595
23596
23597
23598	<td style="vertical-align: middle;" width="15%">
23599
23600
23601
23602
23603
23604
23605	<p><a href="chapter_4.1.html#wall_adjustment"><b>wall_adjustment</b></a></p>
23606
23607
23608
23609
23610
23611
23612
23613	</td>
23614
23615
23616
23617
23618
23619
23620
23621	<td style="vertical-align: middle;" width="5%">
23622
23623
23624
23625
23626
23627
23628	<p>I</p>
23629
23630
23631
23632
23633
23634
23635
23636	</td>
23637
23638
23639
23640
23641
23642
23643
23644	<td style="vertical-align: middle;" width="7%">
23645
23646
23647
23648
23649
23650
23651	<p>L</p>
23652
23653
23654
23655
23656
23657
23658
23659	</td>
23660
23661
23662
23663
23664
23665
23666
23667	<td style="vertical-align: middle;" width="16%">
23668
23669
23670
23671
23672
23673
23674	<p><i>.T.</i></p>
23675
23676
23677
23678
23679
23680
23681
23682	</td>
23683
23684
23685
23686
23687
23688
23689
23690	<td style="vertical-align: middle;" width="57%">
23691
23692
23693
23694
23695
23696
23697	<p>Parameter to restrict the mixing length in the vicinity
23698	of the
23699	bottom
23700	boundary.</p>
23701
23702
23703
23704
23705
23706
23707
23708	</td>
23709
23710
23711
23712
23713
23714
23715
23716	</tr>
23717
23718
23719
23720
23721
23722
23723
23724	<tr>
23725
23726
23727
23728
23729	<td><a href="chapter_4.1.html#wall_heatflux"><span style="font-weight: bold;">wall_heatflux</span></a></td>
23730
23731
23732
23733
23734	<td>I</td>
23735
23736
23737
23738
23739	<td>R(5)</td>
23740
23741
23742
23743
23744	<td><span style="font-style: italic;">5 * 0.0</span></td>
23745
23746
23747
23748
23749	<td>Prescribed kinematic sensible heat flux in W m<sup>-2</sup> at the five topography faces.</td>
23750
23751
23752
23753
23754	</tr>
23755
23756
23757
23758
23759
23760
23761
23762
23763
23764
23765
23766	<tr>
23767
23768
23769
23770
23771
23772
23773
23774	<td style="vertical-align: middle;">
23775
23776
23777
23778
23779
23780
23781	<p><a href="chapter_4.2.html#write_particle_statistics"><b>write_particle_</b></a>
23782	<br>
23783
23784
23785
23786
23787
23788
23789
23790	<a href="chapter_4.2.html#write_particle_statistics"><b>statistics</b></a>
23791	</p>
23792
23793
23794
23795
23796
23797
23798
23799	</td>
23800
23801
23802
23803
23804
23805
23806
23807	<td style="vertical-align: middle;">P<br>
23808
23809
23810
23811
23812
23813
23814
23815	</td>
23816
23817
23818
23819
23820
23821
23822
23823	<td style="vertical-align: middle;">L<br>
23824
23825
23826
23827
23828
23829
23830
23831	</td>
23832
23833
23834
23835
23836
23837
23838
23839	<td style="vertical-align: middle;"><i>.F.</i></td>
23840
23841
23842
23843
23844
23845
23846
23847	<td style="vertical-align: middle;">Switch on/off
23848	output of
23849	particle informations.</td>
23850
23851
23852
23853
23854
23855
23856
23857	</tr>
23858
23859
23860
23861
23862
23863
23864
23865
23866
23867
23868
23869
23870
23871
23872	<tr>
23873
23874
23875
23876
23877
23878
23879
23880	<td style="vertical-align: middle;" width="15%">
23881
23882
23883
23884
23885
23886
23887	<p><a href="chapter_4.2.html#z_max_do1d"><b>z_max_do1d</b></a></p>
23888
23889
23890
23891
23892
23893
23894
23895	</td>
23896
23897
23898
23899
23900
23901
23902
23903	<td style="vertical-align: middle;" width="5%">
23904
23905
23906
23907
23908
23909
23910	<p>R</p>
23911
23912
23913
23914
23915
23916
23917
23918	</td>
23919
23920
23921
23922
23923
23924
23925
23926	<td style="vertical-align: middle;" width="7%">
23927
23928
23929
23930
23931
23932
23933	<p>R</p>
23934
23935
23936
23937
23938
23939
23940
23941	</td>
23942
23943
23944
23945
23946
23947
23948
23949	<td style="vertical-align: middle;" width="16%"><i>zu(nzt+1) (model top)</i></td>
23950
23951
23952
23953
23954
23955
23956
23957	<td style="vertical-align: middle;" width="57%">
23958
23959
23960
23961
23962
23963
23964	<p>Height level up to which horizontally averaged profiles
23965	are to
23966	be
23967	plotted with <span style="font-weight: bold;">profil</span>
23968	(in
23969	m). <br>
23970
23971
23972
23973
23974
23975
23976
23977	</p>
23978
23979
23980
23981
23982
23983
23984
23985	</td>
23986
23987
23988
23989
23990
23991
23992
23993	</tr>
23994
23995
23996
23997
23998
23999
24000
24001	<tr>
24002
24003
24004
24005
24006
24007
24008
24009	<td style="vertical-align: middle;" width="15%">
24010
24011
24012
24013
24014
24015
24016	<p><a href="chapter_4.2.html#z_max_do1d_normalized"><b>z_max_do1d</b></a>
24017	<br>
24018
24019
24020
24021
24022
24023
24024
24025	<a href="chapter_4.2.html#z_max_do1d_normalized"> <b>_normalized</b></a></p>
24026
24027
24028
24029
24030
24031
24032
24033	</td>
24034
24035
24036
24037
24038
24039
24040
24041	<td style="vertical-align: middle;" width="5%">
24042
24043
24044
24045
24046
24047
24048	<p>R</p>
24049
24050
24051
24052
24053
24054
24055
24056	</td>
24057
24058
24059
24060
24061
24062
24063
24064	<td style="vertical-align: middle;" width="7%">
24065
24066
24067
24068
24069
24070
24071	<p>R</p>
24072
24073
24074
24075
24076
24077
24078
24079	</td>
24080
24081
24082
24083
24084
24085
24086
24087	<td style="vertical-align: middle;" width="16%">
24088
24089
24090
24091
24092
24093
24094	<p><i>determined by plot <br>
24095
24096
24097
24098
24099
24100
24101
24102	data</i></p>
24103
24104
24105
24106
24107
24108
24109
24110	</td>
24111
24112
24113
24114
24115
24116
24117
24118	<td style="vertical-align: middle;" width="57%">
24119
24120
24121
24122
24123
24124
24125	<p>Normalized height level up to which horizontally
24126	averaged
24127	profiles are to be plotted with <span style="font-weight: bold;">profil</span>.
24128	<br>
24129
24130
24131
24132
24133
24134
24135
24136	</p>
24137
24138
24139
24140
24141
24142
24143
24144	</td>
24145
24146
24147
24148
24149
24150
24151
24152	</tr>
24153
24154
24155
24156
24157
24158
24159
24160	<tr>
24161
24162
24163
24164
24165
24166
24167
24168	<td style="vertical-align: middle;" width="15%">
24169
24170
24171
24172
24173
24174
24175	<p><a href="chapter_4.2.html#z_max_do2d"><b>z_max_do2d</b></a></p>
24176
24177
24178
24179
24180
24181
24182
24183	</td>
24184
24185
24186
24187
24188
24189
24190
24191	<td style="vertical-align: middle;" width="5%">
24192
24193
24194
24195
24196
24197
24198	<p>R</p>
24199
24200
24201
24202
24203
24204
24205
24206	</td>
24207
24208
24209
24210
24211
24212
24213
24214	<td style="vertical-align: middle;" width="7%">
24215
24216
24217
24218
24219
24220
24221	<p>R</p>
24222
24223
24224
24225
24226
24227
24228
24229	</td>
24230
24231
24232
24233
24234
24235
24236
24237	<td style="vertical-align: middle;" width="16%">
24238
24239
24240
24241
24242
24243
24244	<p><i>zu(nz)</i></p>
24245
24246
24247
24248
24249
24250
24251
24252	</td>
24253
24254
24255
24256
24257
24258
24259
24260	<td style="vertical-align: middle;" width="57%">
24261
24262
24263
24264
24265
24266
24267	<p>Height level up to which 2d cross sections are to be
24268	plotted
24269	with <span style="font-weight: bold;">iso2d</span>
24270	(in m). <br>
24271
24272
24273
24274
24275
24276
24277
24278	</p>
24279
24280
24281
24282
24283
24284
24285
24286	</td>
24287
24288
24289
24290
24291
24292
24293
24294	</tr>
24295
24296
24297
24298
24299
24300
24301
24302
24303
24304
24305
24306
24307
24308	</tbody>
24309	</table>
24310
24311
24312
24313
24314
24315
24316
24317	<hr>
24318	<p><br>
24319
24320
24321
24322
24323
24324
24325
24326	<font color="#000080"><a href="chapter_4.5.6.html"><font color="#000080"><img src="left.gif" name="Grafik1" align="bottom" border="2" height="32" width="32"></font></a><a href="index.html"><font color="#000080"><img src="up.gif" name="Grafik2" align="bottom" border="2" height="32" width="32"></font></a><a href="chapter_5.0.html"><font color="#000080"><img src="right.gif" name="Grafik3" align="bottom" border="2" height="32" width="32"></font></a></font></p>
24327
24328
24329
24330
24331
24332
24333
24334	<p> <i>Last change:  </i> 07/11/06 (ML) </p>
24335
24336
24337
24338
24339
24340
24341
24342	<p><br>
24343
24344
24345
24346
24347
24348
24349
24350	<br>
24351
24352
24353
24354
24355
24356
24357
24358	<br>
24359
24360
24361
24362
24363
24364
24365
24366	</p>
24367
24368
24369
24370
24371
24372
24373
24374	</body></html>

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