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rans_tkee_rc @ 4179

Last change on this file since 4179 was 4103, checked in by gronemeier, 5 years ago
bugfix: update reference files for palmtest
File size: 12.3 KB

Line
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4	1D run control output:
5	------------------------------
6
7	ITER. HH:MM:SS DT UMAX VMAX U* ALPHA ENERG.
8	-------------------------------------------------------------
9	0 00:00:00 0.01 3.00 0.10 0.100 45.0 4.45
10	3325 12:00:04 12.30 3.36 0.87 0.127 26.2 4.48
11
12	****************************** --------------------------------------------
13	* PALM 6.0 Rev: 4102M * atmosphere - run with 1D - prerun
14	****************************** --------------------------------------------
15
16	Date: 2019-07-17 Run: rans_tkee__gfortran_default__4
17	Time: 18:21:01 Run-No.: 00
18	Run on host: gfortran_d
19	Number of PEs: 4 Processor grid (x,y): ( 2, 2) calculated
20	------------------------------------------------------------------------------
21
22	Numerical Schemes:
23	-----------------
24
25	--> Use the TKE-e turbulence closure (RANS mode).
26	--> Use the boussinesq approximation for the model equations.
27	--> Solve perturbation pressure via multigrid method (w-cycle)
28	number of grid levels: 4
29	Gauss-Seidel red/black iterations: 2
30	fixed number of multigrid cycles: 2
31	perturbation pressure is calculated at every Runge-Kutta step
32	--> Momentum advection via Wicker-Skamarock-Scheme 5th order
33	--> Scalar advection via Wicker-Skamarock-Scheme 5th order
34	--> Loop optimization method: cache
35	--> Time differencing scheme: runge-kutta-3
36	------------------------------------------------------------------------------
37
38
39	Run time and time step information:
40	----------------------------------
41
42	Timestep: variable maximum value: 20.000 s CFL-factor: 0.90
43	Start time: 0.000 s
44	End time: 50.000 s
45
46
47	Computational grid and domain size:
48	----------------------------------
49
50	Grid length: dx = 10.000 m dy = 10.000 m
51	dz(1) = 10.000 m
52	dz(2) = 999.000 m
53
54	Domain size: x = 320.000 m y = 320.000 m z(u) = 965.000 m
55
56
57
58	Number of gridpoints (x,y,z): (0: 31, 0: 31, 0: 97)
59	Subdomain size (x,y,z): ( 16, 16, 98)
60
61
62	Characteristic levels of the geo. wind component ug:
63
64	Height: 0.0 0.0 m
65	ug: 3.00 3.00 m/s
66	Gradient: ------ 0.00 1/100s
67	Gridpoint: 0 0
68
69	Characteristic levels of the geo. wind component vg:
70
71	Height: 0.0 0.0 m
72	vg: 0.00 0.00 m/s
73	Gradient: ------ 0.00 1/100s
74	Gridpoint: 0 0
75
76
77	Topography information:
78	----------------------
79
80	Topography: read_from_file
81	Topography grid definition convention:
82	cell center (scalar grid points)
83
84
85
86	Boundary conditions:
87	-------------------
88
89	p uv pt
90
91	B. bound.: p(0) = p(1) \| uv(0) = -uv(1) \| pt(0) = pt(1)
92	T. bound.: p(nzt+1) = 0 \| uv(nzt+1) = ug(nzt+1), vg(nzt+1) \| pt(nzt+1) = pt(nzt) + dpt/dz_
93
94	e
95
96	B. bound.: e(0) = e(1)
97	T. bound.: e(nzt+1) = e(nzt) = e(nzt-1)
98
99	Bottom surface fluxes are used in diffusion terms at k=1
100	Predefined constant heatflux: 0.001000 K m/s
101
102
103	Constant flux layer between bottom surface and first computational u,v-level:
104
105	z_mo = 5.00 m z0 = 0.1000 m z0h = 0.10000 m kappa = 0.40
106	Rif value range: -20.00 <= rif <= 20.00
107
108
109	Lateral boundaries:
110	left/right: dirichlet/radiation
111	north/south: cyclic
112
113	use_cmax: T
114	pt damping layer width = 0.00 m, pt damping factor = 0.0000
115
116
117	Initial profiles:
118	----------------
119
120	Characteristic levels of the initial temperature profile:
121
122	Height: 0.0 0.0 m
123	Temperature: 300.00 300.00 K
124	Gradient: ------ 0.00 K/100m
125	Gridpoint: 0 0
126
127
128	List output:
129	-----------
130
131	1D-Profiles:
132	Output every 9999999.90 s
133
134
135	Data output:
136	-----------
137
138
139	1D-Profiles:
140	Output format: netCDF 64bit offset
141
142
143	Profile: u, w"u", wu, wu, u2, v, w"v", wv, wv, v2, w, w*2,
144
145	: e, e*, km, l,
146	Output every 10.00 s
147	Time averaged over 0.00 s
148	Averaging input every 0.00 s
149
150	Time series:
151	Output format: netCDF 64bit offset
152
153	Output every 1.00 s
154
155	------------------------------------------------------------------------------
156
157
158	Physical quantities:
159	-------------------
160
161	Geograph. latitude : latitude = 52.5 degr
162	Geograph. longitude : longitude = 13.3 degr
163	Angular velocity : omega = 0.729E-04 rad/s
164	Coriolis parameter : f = 0.000116 1/s
165	f* = 0.000089 1/s
166
167	Day of the year at model start : day_init = 172
168	UTC time at model start : time_utc_init = 0.0 s
169
170	Gravity : g = 9.8 m/s**2
171
172	Reference state used in buoyancy terms: initial_profile
173
174
175	Cloud physics quantities / methods:
176	----------------------------------
177
178
179
180	LES / Turbulence quantities:
181	---------------------------
182
183	initial TKE is prescribed as 0.10E+00 (m/s)**2
184	TKE is not allowed to fall below 0.10E-02 (m/s)**2
185	Mixing length is limited to 1.80 * z
186	RANS-mode constants: c_0 = 0.55000
187	c_1 = 1.44000
188	c_2 = 1.92000
189	c_3 = 1.44000
190	c_4 = 0.00000
191	sigma_e = 1.00000
192	sigma_diss = 1.30000
193
194
195	Actions during the simulation:
196	-----------------------------
197
198
199
200	1D-Model parameters:
201	-------------------
202
203	Simulation time: 43200.0 s
204	Run-controll output every: 43200.0 s
205	Vertical profile output every: 86400.0 s
206	Mixing length calculation: blackadar
207	Dissipation calculation: prognostic
208
209
210
211	*** dynamic module disabled
212
213	------------------------------------------------------------------------------
214
215
216
217	Run-control output:
218	------------------
219
220	RUN ITER. HH:MM:SS.SS DT(E) UMAX VMAX WMAX U* W* THETA* Z_I ENERG. DISTENERG DIVOLD DIVNEW UMAX(KJI) VMAX(KJI) WMAX(KJI) ADVECX ADVECY MGCYC
221	---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------
222	0 0 00:00:00.00 2.6700A 3.3592 0.8728 0.0000 0.127 0.00 0.000E+00 0. 0.442E+01 0.442E-02 0.000E+00 0.000E+00 20 29 29 6 29 29 0 29 29 0.000 0.000 0
223	0 1 00:00:02.67 2.6600A 3.3803 1.5756 1.1292 0.151 0.00 -0.406E-02 10. 0.444E+01 0.437E-02 0.202E-03 0.798E-04 19 7 19 2 14 13 2 13 1 0.000 0.000 2
224	0 2 00:00:05.33 0.2370D 3.3829 1.4756 1.2412 0.147 0.00 -0.468E-02 10. 0.444E+01 0.432E-02 0.137E-03 0.457E-04 19 6 21 2 14 13 2 13 1 0.000 0.000 2
225	0 3 00:00:05.56 0.5360D 3.3841 1.5597 1.3639 0.145 0.00 -0.487E-02 0. 0.444E+01 0.422E-02 0.512E-04 0.118E-04 19 6 22 2 17 0 2 13 1 0.000 0.000 2
226	0 4 00:00:06.10 0.7840D 3.3844 1.5492 1.3622 0.145 0.00 -0.497E-02 0. 0.444E+01 0.408E-02 0.412E-04 0.145E-04 19 5 23 2 17 0 2 13 1 0.000 0.000 2
227	0 5 00:00:06.88 1.0200D 3.3843 1.5263 1.3422 0.144 0.00 -0.510E-02 0. 0.444E+01 0.401E-02 0.459E-04 0.160E-04 19 5 25 2 17 0 2 13 1 0.000 0.000 2
228	0 6 00:00:07.90 1.2500D 3.3842 1.5019 1.3159 0.143 0.00 -0.528E-02 0. 0.444E+01 0.397E-02 0.521E-04 0.121E-04 19 3 27 2 17 0 2 13 1 0.000 0.000 2
229	0 7 00:00:09.15 1.2700D 3.3842 1.4782 1.2869 0.141 0.00 -0.554E-02 0. 0.444E+01 0.393E-02 0.643E-04 0.175E-04 19 0 0 2 17 0 2 13 1 0.000 0.000 2
230	0 8 00:00:10.42 1.3200D 3.3840 1.4657 1.2702 0.140 0.00 -0.558E-02 0. 0.444E+01 0.387E-02 0.621E-04 0.163E-04 19 2 0 2 17 0 2 13 1 0.000 0.000 2
231	0 9 00:00:11.74 1.4300D 3.3835 1.4548 1.2674 0.139 0.00 -0.563E-02 0. 0.444E+01 0.380E-02 0.561E-04 0.155E-04 19 1 0 2 17 0 1 12 2 0.000 0.000 2
232	0 10 00:00:13.17 1.5700D 3.3829 1.4428 1.2843 0.138 0.00 -0.566E-02 0. 0.444E+01 0.376E-02 0.567E-04 0.170E-04 20 2 0 2 17 0 1 12 2 0.000 0.000 2
233	0 11 00:00:14.74 1.7500D 3.3824 1.4305 1.2946 0.137 0.00 -0.573E-02 0. 0.444E+01 0.371E-02 0.586E-04 0.172E-04 20 2 0 2 17 0 1 12 2 0.000 0.000 2
234	0 12 00:00:16.49 2.0100D 3.3820 1.4178 1.2979 0.136 0.00 -0.590E-02 0. 0.444E+01 0.367E-02 0.621E-04 0.182E-04 20 2 0 2 17 0 1 12 2 0.000 0.000 2
235	0 13 00:00:18.50 2.2400D 3.3816 1.4031 1.2924 0.135 0.00 -0.602E-02 0. 0.444E+01 0.362E-02 0.673E-04 0.202E-04 20 2 0 2 17 0 1 12 2 0.000 0.000 2
236	0 14 00:00:20.74 2.3200D 3.3814 1.3906 1.2814 0.134 0.00 -0.646E-02 0. 0.444E+01 0.358E-02 0.702E-04 0.216E-04 19 6 24 2 17 0 1 12 2 0.000 0.000 2
237	0 15 00:00:23.06 2.3300D 3.3815 1.3849 1.2710 0.133 0.00 -0.625E-02 0. 0.444E+01 0.354E-02 0.697E-04 0.221E-04 19 6 24 2 17 0 1 12 2 0.000 0.000 2
238	0 16 00:00:25.39 2.3200D 3.3816 1.3828 1.2623 0.132 0.00 -0.627E-02 0. 0.444E+01 0.350E-02 0.681E-04 0.217E-04 19 7 23 2 17 0 1 12 2 0.000 0.000 2
239	0 17 00:00:27.71 2.3000D 3.3817 1.3820 1.2552 0.131 0.00 -0.638E-02 0. 0.444E+01 0.347E-02 0.663E-04 0.211E-04 19 7 23 2 17 0 1 12 2 0.000 0.000 2
240	0 18 00:00:30.01 2.2900D 3.3818 1.3818 1.2496 0.130 0.00 -0.655E-02 0. 0.444E+01 0.344E-02 0.644E-04 0.205E-04 19 7 23 2 17 0 1 12 2 0.000 0.000 2
241	0 19 00:00:32.30 2.2900D 3.3820 1.3815 1.2451 0.130 0.00 -0.652E-02 0. 0.444E+01 0.342E-02 0.627E-04 0.201E-04 19 7 23 2 17 0 1 12 2 0.000 0.000 2
242	0 20 00:00:34.59 2.2900D 3.3821 1.3808 1.2413 0.129 0.00 -0.647E-02 0. 0.444E+01 0.339E-02 0.613E-04 0.198E-04 19 7 23 2 17 0 1 12 2 0.000 0.000 2
243	0 21 00:00:36.88 2.3000D 3.3823 1.3802 1.2384 0.128 0.00 -0.646E-02 0. 0.444E+01 0.337E-02 0.601E-04 0.195E-04 19 8 23 2 17 0 1 12 2 0.000 0.000 2
244	0 22 00:00:39.18 2.3100D 3.3825 1.3792 1.2359 0.128 0.00 -0.650E-02 0. 0.444E+01 0.335E-02 0.592E-04 0.193E-04 19 8 23 2 17 0 1 12 2 0.000 0.000 2
245	0 23 00:00:41.49 2.3100D 3.3826 1.3783 1.2338 0.127 0.00 -0.658E-02 0. 0.444E+01 0.333E-02 0.585E-04 0.191E-04 19 8 23 2 17 0 1 12 2 0.000 0.000 2
246	0 24 00:00:43.80 2.3200D 3.3828 1.3778 1.2324 0.127 0.00 -0.665E-02 0. 0.444E+01 0.331E-02 0.576E-04 0.189E-04 19 8 24 2 17 0 1 12 2 0.000 0.000 2
247	0 25 00:00:46.12 2.3200D 3.3830 1.3770 1.2310 0.126 0.00 -0.659E-02 0. 0.444E+01 0.329E-02 0.570E-04 0.188E-04 19 8 24 2 17 0 1 12 2 0.000 0.000 2
248	0 26 00:00:48.44 2.3300D 3.3831 1.3766 1.2300 0.126 0.00 -0.653E-02 0. 0.444E+01 0.327E-02 0.563E-04 0.187E-04 19 8 24 2 17 0 1 12 2 0.000 0.000 2
249	0 27 00:00:50.77 2.3300D 3.3833 1.3759 1.2289 0.125 0.00 -0.649E-02 0. 0.444E+01 0.326E-02 0.558E-04 0.186E-04 19 9 24 2 17 0 1 12 2 0.000 0.000 2

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