Changeset 38
- Timestamp:
- Mar 1, 2007 11:21:28 AM (18 years ago)
- File:
-
- 1 edited
Legend:
- Unmodified
- Added
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palm/trunk/INSTALL/example_rc
r10 r38 4 4 **************** ---------------------------- 5 5 6 Date: 1 4-02-07 Run: example7 Time: 06:22:26Run-No.: 008 Run on host: ibmh9 Number of PEs: 8 Processor grid (x,y): ( 8, 1) forced6 Date: 19-02-07 Run: example 7 Time: 11:44:24 Run-No.: 00 8 Run on host: neck 9 Number of PEs: 2 Processor grid (x,y): ( 2, 1) forced 10 10 A 1d-decomposition along x is forced 11 11 because the job is running on an SMP-cluster … … 19 19 --> Momentum advection via Piascek-Williams-Scheme (Form C3) or Upstream 20 20 --> Scalar advection via Piascek-Williams-Scheme (Form C3) or Upstream 21 --> Prognostic equations are solved in one single loop (fast method)22 21 --> Time differencing scheme: runge-kutta-3 23 22 ------------------------------------------------------------------------------ … … 42 41 43 42 Number of gridpoints (x,y,z): (0: 39, 0: 39, 0: 41) 44 Subdomain size (x,y,z): ( 5, 40, 42)43 Subdomain size (x,y,z): ( 20, 40, 42) 45 44 46 45 Subdomains have equal size … … 455 454 0 251 00:54:27.55 12.5000A 2.0716 -1.8418 3.5930 0.099 1.41 -1.468 850. 0.289E+00 0.288E+00 0.219E-03 0.283E-13 2 12 25 18 15 14 13 18 15 0.000 0.000 0 456 455 0 252 00:54:39.95 12.4000A 2.0900 -1.8829 3.6274 0.099 1.41 -1.482 850. 0.288E+00 0.287E+00 0.217E-03 0.280E-13 2 12 25 18 15 14 13 18 15 0.000 0.000 0 457 0 253 00:54:52.45 12.5000A -2.1755 1.895 83.6137 0.099 1.43 -1.456 900. 0.287E+00 0.286E+00 0.218E-03 0.282E-13 19 37 32 6 6 25 14 18 15 0.000 0.000 0456 0 253 00:54:52.45 12.5000A -2.1755 1.8957 3.6137 0.099 1.43 -1.456 900. 0.287E+00 0.286E+00 0.218E-03 0.282E-13 19 37 32 6 6 25 14 18 15 0.000 0.000 0 458 457 0 254 00:55:04.75 12.3000A -2.2332 1.9012 3.6706 0.099 1.43 -1.491 900. 0.286E+00 0.285E+00 0.215E-03 0.278E-13 19 37 32 6 6 25 14 17 15 0.000 0.000 0 459 458 0 255 00:55:17.25 12.5000A -2.1601 -1.9264 3.5914 0.099 1.43 -1.465 900. 0.285E+00 0.284E+00 0.219E-03 0.282E-13 19 37 32 18 15 12 15 17 15 0.000 0.000 0
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