Inciter: Integrating the scalar advection equation for a smooth problem
This example runs Inciter (Compressible flow solver) to integrate the advection equation (see, e.g., PDE/Transport/CGTransport.h) configured to solve only the smooth portion of Zalesak's slotted cylinder (inciter::
This example slightly differs from Inciter: Integrating the scalar advection equation for a non-smooth problem, in that the non-smooth regions are commented out. This can be used to estimate the order of converge of the spatial and teporal discretization for smooth problems.
The following modification, applied in PDE/Transport/Problem/SlotCyl.h, removes the non-smooth part of the solution from the slotted cylinder case:
class TransportProblemSlotCyl { private: using ncomp_t = tk::ctr::ncomp_type; public: //! Evaluate analytical solution at (x,y,t) for all components //! \param[in] ncomp Number of components in this transport equation system //! \param[in] x X coordinate where to evaluate the solution //! \param[in] y Y coordinate where to evaluate the solution //! \param[in] t Time where to evaluate the solution //! \return Values of all components evaluated at (x,y,t) static std::vector< tk::real > solution( ncomp_t, ncomp_t ncomp, tk::real x, tk::real y, tk::real, tk::real t ) { using std::sin; using std::cos; std::vector< tk::real > s( ncomp, 0.0 ); for (ncomp_t c=0; c<ncomp; ++c) { auto T = t + 2.0*M_PI/ncomp * c; const tk::real R0 = 0.15; // center of the cone tk::real x0 = 0.5; tk::real y0 = 0.25; tk::real r = std::sqrt((x0-0.5)*(x0-0.5) + (y0-0.5)*(y0-0.5)); tk::real kx = 0.5 + r*sin( T ); tk::real ky = 0.5 - r*cos( T ); // center of the hump x0 = 0.25; y0 = 0.5; r = std::sqrt((x0-0.5)*(x0-0.5) + (y0-0.5)*(y0-0.5)); tk::real hx = 0.5 + r*sin( T-M_PI/2.0 ), hy = 0.5 - r*cos( T-M_PI/2.0 ); // center of the slotted cylinder x0 = 0.5; y0 = 0.75; r = std::sqrt((x0-0.5)*(x0-0.5) + (y0-0.5)*(y0-0.5)); tk::real cx = 0.5 + r*sin( T+M_PI ), cy = 0.5 - r*cos( T+M_PI ); // end points of the cylinder slot tk::real i1x = 0.525, i1y = cy - r*cos( std::asin(0.025/r) ), i2x = 0.525, i2y = 0.8, i3x = 0.475, i3y = 0.8; // rotate end points of cylinder slot tk::real ri1x = 0.5 + cos(T)*(i1x-0.5) - sin(T)*(i1y-0.5), ri1y = 0.5 + sin(T)*(i1x-0.5) + cos(T)*(i1y-0.5), ri2x = 0.5 + cos(T)*(i2x-0.5) - sin(T)*(i2y-0.5), ri2y = 0.5 + sin(T)*(i2x-0.5) + cos(T)*(i2y-0.5), ri3x = 0.5 + cos(T)*(i3x-0.5) - sin(T)*(i3y-0.5), ri3y = 0.5 + sin(T)*(i3x-0.5) + cos(T)*(i3y-0.5); // direction of slot sides tk::real v1x = ri2x-ri1x, v1y = ri2y-ri1y, v2x = ri3x-ri2x, v2y = ri3y-ri2y; // lengths of direction of slot sides vectors tk::real v1 = std::sqrt(v1x*v1x + v1y*v1y), v2 = std::sqrt(v2x*v2x + v2y*v2y); // cone // r = std::sqrt((x-kx)*(x-kx) + (y-ky)*(y-ky)) / R0; // if (r<1.0) s[c] = 0.6*(1.0-r); // hump r = std::sqrt((x-hx)*(x-hx) + (y-hy)*(y-hy)) / R0; if (r<1.0) s[c] = 0.2*(1.0+cos(M_PI*std::min(r,1.0))); // cylinder // r = std::sqrt((x-cx)*(x-cx) + (y-cy)*(y-cy)) / R0; // const std::array< tk::real, 2 > r1{{ v1x, v1y }}, // r2{{ x-ri1x, y-ri1y }}; // const auto d1 = (r1[0]*r2[1] - r2[0]*r1[1]) / v1; // const std::array< tk::real, 2 > r3{{ v2x, v2y }}, // r4{{ x-ri2x, y-ri2y }}; // const auto d2 = (r3[0]*r4[1] - r4[0]*r3[1]) / v2; // if (r<1.0 && (d1>0.05 || d1<0.0 || d2<0.0)) s[c] = 0.6; } return s; } ... }
Control file
The control file is the same as that of the slotted cylinder problem, see also inciter_exampl_slot_cyl.
# vim: filetype=sh: # This is a comment # Keywords are case-sensitive title "Zalesak's slotted cylinder" inciter #nstep 10 # Max number of time steps #term 6.28318530718 # Max time = 2*pi term 1.57079632679 # Max time = pi/2 #term 0.78539816339 # Max time = pi/4 #term 0.39270 # Max time = pi/8 cfl 0.5 ttyi 10 # TTY output interval ctau 1.0 # FCT mass diffusivity transport physics advection problem slot_cyl ncomp 1 end field_output interval 100 end end
Output for three runs (750K, 6M, and 48M)
$ ./charmrun +p36 Main/inciter -v -c slot_cyl.q -i unitcube_01_750K.exo
Running on 36 processors: Main/inciter -v -c slot_cyl.q -i unitcube_01_750K.exo
charmrun> /usr/bin/setarch x86_64 -R mpirun -np 36 Main/inciter -v -c slot_cyl.q -i unitcube_01_750K.exo
Charm++> Running on MPI version: 3.1
Charm++> level of thread support used: MPI_THREAD_SINGLE (desired: MPI_THREAD_SINGLE)
Charm++> Running in non-SMP mode: numPes 36
Converse/Charm++ Commit ID:
CharmLB> Load balancer assumes all CPUs are same.
Charm++> Running on 1 unique compute nodes (36-way SMP).
Charm++> cpu topology info is gathered in 0.014 seconds.
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\/ \/ \/
< ENVIRONMENT >
------ o ------
* Build environment:
--------------------
Hostname : lagrange
Executable : inciter
Version : 0.1 (C16015)
Revision SHA1 : Quinoa_v0.1-914-g40abfa98
CMake build type : RELEASE
Asserts : off (turn on: CMAKE_BUILD_TYPE=DEBUG)
Exception trace : off (turn on: CMAKE_BUILD_TYPE=DEBUG)
MPI C++ wrapper : /usr/bin/mpicxx
Underlying C++ compiler : /usr/bin/g++
Build date : Sun Jun 4 13:51:45 MDT 2017
* Run-time environment:
-----------------------
Date, time : Mon Jun 5 07:07:37 2017
Work directory : /home/jbakosi/code/quinoa/build/gnu
Executable (rel. to work dir) : Main/inciter
Command line arguments : '-v -c slot_cyl.q -i unitcube_01_750K.exo'
Output : verbose (quiet: omit -v)
Control file : slot_cyl.q
Parsed control file : success
< FACTORY >
---- o ----
* Unknowns data layout (CMake: FIELD_DATA_LAYOUT):
--------------------------------------------------
unknown-major
* Registered partial differential equations:
--------------------------------------------
Unique equation types : 2
With all policy combinations : 12
Legend: equation name : supported policies
Policy codes:
* h: physics configuration:
A - Advection
D - Advection + diffusion
L - Laplace
N - Navier-Stokes
E - Euler
* r: problem:
U - User-defined
S - Shear-diffusion
D - Dirichlet & Neumann
V - Vortical flow
V - Nonlinear energy growth
V - Rayleigh-Taylor
Z - Zalesak's slotted cylinder
Compressible flow : h:EN, r:UV
Transport : h:AD, r:SZ
< PROBLEM >
---- o ----
* Title: Zalesak's slotted cylinder
-----------------------------------
* Partial differential equations integrated (1):
------------------------------------------------
< Transport >
problem : Zalesak's slotted cylinder
start offset in unknowns array : 0
number of components : 1
* Discretization parameters:
----------------------------
Number of time steps : 18446744073709551615
Start time : 0
Terminate time : 1.5708
CFL coefficient : 0.5
Mass diffusion coeff : 1
* Output filenames:
-------------------
Field : out.<chareid>
Diagnostics : diag
* Output intervals:
-------------------
TTY : 1
Field : 10
Diagnostics : 1
Quinoa> Reading side sets ... done
Quinoa> Creating linear system mergers
Quinoa> Creating particle writers
Quinoa> Creating partitioners and reading mesh graph ... done
* Input mesh graph statistics:
------------------------------
Number of tetrahedra : 750000
Number of nodes : 132651
* Load distribution:
--------------------
Virtualization [0.0...1.0] : 0
Load (number of tetrahedra) : 750000
Number of processing elements : 36
Number of work units : 36 (35*20833+20845)
* Initial mesh partitioning:
----------------------------
Mesh partitioning algorithm : recursive coordinate bisection
Quinoa> Mesh read time: 0.021658 sec
Quinoa> Partitioning and distributing mesh ... ZOLTAN Load balancing method = 3 (RCB)
Build configuration:
ZOLTAN_ID_TYPE: unsigned int (4 bytes)
ZOLTAN_GNO_TYPE: ssize_t, (8 bytes)
MPI_Datatype for ZOLTAN_ID_TYPE: MPI_UNSIGNED
MPI_Datatype for ZOLTAN_GNO_TYPE: MPI_LONG
ZOLTAN Parameter IMBALANCE_TOL[0] = 1.100000
ZOLTAN Parameter AUTO_MIGRATE = FALSE
ZOLTAN Parameter MIGRATE_ONLY_PROC_CHANGES = 1
ZOLTAN Parameter OBJ_WEIGHT_DIM = 0
ZOLTAN Parameter EDGE_WEIGHT_DIM = 0
ZOLTAN Parameter DEBUG_LEVEL = 1
ZOLTAN Parameter DEBUG_PROCESSOR = 0
ZOLTAN Parameter DETERMINISTIC = TRUE
ZOLTAN Parameter TIMER = 1 (wall)
ZOLTAN Parameter NUM_GID_ENTRIES = 2
ZOLTAN Parameter NUM_LID_ENTRIES = 2
ZOLTAN Parameter RETURN_LISTS = PARTITION ASSIGNMENTS
ZOLTAN Parameter NUM_GLOBAL_PARTS = 36
ZOLTAN Parameter NUM_LOCAL_PARTS = -1
ZOLTAN Parameter REMAP = 1
ZOLTAN Parameter SEED = 123456789 (123456789)
ZOLTAN Parameter LB_APPROACH = repartition
ZOLTAN Parameter RCB_OVERALLOC = 1.200000
ZOLTAN Parameter RCB_REUSE = 0
ZOLTAN Parameter CHECK_GEOM = 1
ZOLTAN Parameter RCB_OUTPUT_LEVEL = 0
ZOLTAN Parameter KEEP_CUTS = 0
ZOLTAN Parameter RCB_LOCK_DIRECTIONS = 0
ZOLTAN Parameter RCB_SET_DIRECTIONS = 0
ZOLTAN Parameter RCB_RECTILINEAR_BLOCKS = 0
ZOLTAN Parameter OBJ_WEIGHTS_COMPARABLE = 0
ZOLTAN Parameter RCB_MULTICRITERIA_NORM = 1
ZOLTAN Parameter RCB_MAX_ASPECT_RATIO = 10.000000
ZOLTAN Parameter AVERAGE_CUTS = 0
ZOLTAN Parameter RANDOM_PIVOTS = 0
ZOLTAN Parameter RCB_RECOMPUTE_BOX = 0
ZOLTAN Parameter REDUCE_DIMENSIONS = 0
ZOLTAN Parameter DEGENERATE_RATIO = 0.000000
ZOLTAN Parameter FINAL_OUTPUT = 0
ZOLTAN Parameter KEEP_CUTS = 0
ZOLTAN Parameter REDUCE_DIMENSIONS = 0
ZOLTAN Parameter DEGENERATE_RATIO = 10.000000
done
Quinoa> Reordering mesh ... done
Quinoa> Creating workers
Quinoa> Linear system communication cost: avg = 0.195648, std = 0.097498
Quinoa> Reading mesh node coordinates, computing nodal volumes
Quinoa> Mesh statistics: min/max/avg(edgelength) = 0.020000 / 0.034641 / 0.025496
Quinoa> Mesh statistics: min/max/avg(V^{1/3}) = 0.011006 / 0.011006 / 0.011006
Quinoa> Computing row IDs, querying BCs, outputting mesh done
Quinoa> Setting and outputting ICs, computing initial dt, computing LHS ... done
Quinoa> Starting time stepping ...
* Time integration: Unstructured-mesh PDE solver testbed
--------------------------------------------------------
Legend: it - iteration count
t - time
dt - time step size
ETE - estimated time elapsed (h:m:s)
ETA - estimated time for accomplishment (h:m:s)
out - output-saved flags (F: field, D: diagnostics)
it t dt ETE ETA out
---------------------------------------------------------------
1 7.782717e-03 7.782717e-03 000:00:00 000:00:28 D
2 1.556543e-02 7.782717e-03 000:00:00 000:00:28 D
3 2.334815e-02 7.782717e-03 000:00:00 000:00:28 D
4 3.113087e-02 7.782717e-03 000:00:00 000:00:29 D
5 3.891359e-02 7.782717e-03 000:00:00 000:00:29 D
6 4.669630e-02 7.782717e-03 000:00:00 000:00:29 D
7 5.447902e-02 7.782717e-03 000:00:01 000:00:30 D
8 6.226174e-02 7.782717e-03 000:00:01 000:00:30 D
9 7.004445e-02 7.782717e-03 000:00:01 000:00:30 D
10 7.782717e-02 7.782717e-03 000:00:01 000:00:31 FD
11 8.560989e-02 7.782717e-03 000:00:01 000:00:31 D
12 9.339261e-02 7.782717e-03 000:00:01 000:00:31 D
13 1.011753e-01 7.782717e-03 000:00:02 000:00:31 D
14 1.089580e-01 7.782717e-03 000:00:02 000:00:30 D
15 1.167408e-01 7.782717e-03 000:00:02 000:00:30 D
16 1.245235e-01 7.782717e-03 000:00:02 000:00:30 D
17 1.323062e-01 7.782717e-03 000:00:02 000:00:29 D
18 1.400889e-01 7.782717e-03 000:00:02 000:00:29 D
19 1.478716e-01 7.782717e-03 000:00:03 000:00:29 D
20 1.556543e-01 7.782717e-03 000:00:03 000:00:29 FD
21 1.634371e-01 7.782717e-03 000:00:03 000:00:29 D
22 1.712198e-01 7.782717e-03 000:00:03 000:00:29 D
23 1.790025e-01 7.782717e-03 000:00:03 000:00:30 D
24 1.867852e-01 7.782717e-03 000:00:04 000:00:30 D
25 1.945679e-01 7.782717e-03 000:00:04 000:00:30 D
26 2.023506e-01 7.782717e-03 000:00:04 000:00:30 D
27 2.101334e-01 7.782717e-03 000:00:04 000:00:30 D
28 2.179161e-01 7.782717e-03 000:00:04 000:00:29 D
29 2.256988e-01 7.782717e-03 000:00:04 000:00:29 D
30 2.334815e-01 7.782717e-03 000:00:05 000:00:29 FD
31 2.412642e-01 7.782717e-03 000:00:05 000:00:29 D
32 2.490469e-01 7.782717e-03 000:00:05 000:00:28 D
33 2.568297e-01 7.782717e-03 000:00:05 000:00:28 D
34 2.646124e-01 7.782717e-03 000:00:05 000:00:28 D
35 2.723951e-01 7.782717e-03 000:00:05 000:00:28 D
36 2.801778e-01 7.782717e-03 000:00:06 000:00:27 D
37 2.879605e-01 7.782717e-03 000:00:06 000:00:27 D
38 2.957433e-01 7.782717e-03 000:00:06 000:00:27 D
39 3.035260e-01 7.782717e-03 000:00:06 000:00:27 D
40 3.113087e-01 7.782717e-03 000:00:06 000:00:27 FD
41 3.190914e-01 7.782717e-03 000:00:06 000:00:26 D
42 3.268741e-01 7.782717e-03 000:00:07 000:00:26 D
43 3.346568e-01 7.782717e-03 000:00:07 000:00:26 D
44 3.424396e-01 7.782717e-03 000:00:07 000:00:26 D
45 3.502223e-01 7.782717e-03 000:00:07 000:00:26 D
46 3.580050e-01 7.782717e-03 000:00:07 000:00:26 D
47 3.657877e-01 7.782717e-03 000:00:07 000:00:25 D
48 3.735704e-01 7.782717e-03 000:00:07 000:00:25 D
49 3.813531e-01 7.782717e-03 000:00:08 000:00:25 D
50 3.891359e-01 7.782717e-03 000:00:08 000:00:25 FD
51 3.969186e-01 7.782717e-03 000:00:08 000:00:25 D
52 4.047013e-01 7.782717e-03 000:00:08 000:00:24 D
53 4.124840e-01 7.782717e-03 000:00:08 000:00:24 D
54 4.202667e-01 7.782717e-03 000:00:08 000:00:24 D
55 4.280494e-01 7.782717e-03 000:00:09 000:00:24 D
56 4.358322e-01 7.782717e-03 000:00:09 000:00:24 D
57 4.436149e-01 7.782717e-03 000:00:09 000:00:23 D
58 4.513976e-01 7.782717e-03 000:00:09 000:00:23 D
59 4.591803e-01 7.782717e-03 000:00:09 000:00:23 D
60 4.669630e-01 7.782717e-03 000:00:09 000:00:23 FD
61 4.747457e-01 7.782717e-03 000:00:10 000:00:23 D
62 4.825285e-01 7.782717e-03 000:00:10 000:00:23 D
63 4.903112e-01 7.782717e-03 000:00:10 000:00:22 D
64 4.980939e-01 7.782717e-03 000:00:10 000:00:22 D
65 5.058766e-01 7.782717e-03 000:00:10 000:00:22 D
66 5.136593e-01 7.782717e-03 000:00:10 000:00:22 D
67 5.214420e-01 7.782717e-03 000:00:10 000:00:22 D
68 5.292248e-01 7.782717e-03 000:00:11 000:00:21 D
69 5.370075e-01 7.782717e-03 000:00:11 000:00:21 D
70 5.447902e-01 7.782717e-03 000:00:11 000:00:21 FD
71 5.525729e-01 7.782717e-03 000:00:11 000:00:21 D
72 5.603556e-01 7.782717e-03 000:00:11 000:00:21 D
73 5.681384e-01 7.782717e-03 000:00:11 000:00:21 D
74 5.759211e-01 7.782717e-03 000:00:12 000:00:21 D
75 5.837038e-01 7.782717e-03 000:00:12 000:00:20 D
76 5.914865e-01 7.782717e-03 000:00:12 000:00:20 D
77 5.992692e-01 7.782717e-03 000:00:12 000:00:20 D
78 6.070519e-01 7.782717e-03 000:00:12 000:00:20 D
79 6.148347e-01 7.782717e-03 000:00:12 000:00:20 D
80 6.226174e-01 7.782717e-03 000:00:13 000:00:20 FD
81 6.304001e-01 7.782717e-03 000:00:13 000:00:19 D
82 6.381828e-01 7.782717e-03 000:00:13 000:00:19 D
83 6.459655e-01 7.782717e-03 000:00:13 000:00:19 D
84 6.537482e-01 7.782717e-03 000:00:13 000:00:19 D
85 6.615310e-01 7.782717e-03 000:00:13 000:00:19 D
86 6.693137e-01 7.782717e-03 000:00:14 000:00:19 D
87 6.770964e-01 7.782717e-03 000:00:14 000:00:18 D
88 6.848791e-01 7.782717e-03 000:00:14 000:00:18 D
89 6.926618e-01 7.782717e-03 000:00:14 000:00:18 D
90 7.004445e-01 7.782717e-03 000:00:14 000:00:18 FD
91 7.082273e-01 7.782717e-03 000:00:14 000:00:18 D
92 7.160100e-01 7.782717e-03 000:00:15 000:00:18 D
93 7.237927e-01 7.782717e-03 000:00:15 000:00:17 D
94 7.315754e-01 7.782717e-03 000:00:15 000:00:17 D
95 7.393581e-01 7.782717e-03 000:00:15 000:00:17 D
96 7.471408e-01 7.782717e-03 000:00:15 000:00:17 D
97 7.549236e-01 7.782717e-03 000:00:15 000:00:17 D
98 7.627063e-01 7.782717e-03 000:00:16 000:00:17 D
99 7.704890e-01 7.782717e-03 000:00:16 000:00:16 D
100 7.782717e-01 7.782717e-03 000:00:16 000:00:16 FD
101 7.860544e-01 7.782717e-03 000:00:16 000:00:16 D
102 7.938372e-01 7.782717e-03 000:00:16 000:00:16 D
103 8.016199e-01 7.782717e-03 000:00:16 000:00:16 D
104 8.094026e-01 7.782717e-03 000:00:17 000:00:15 D
105 8.171853e-01 7.782717e-03 000:00:17 000:00:15 D
106 8.249680e-01 7.782717e-03 000:00:17 000:00:15 D
107 8.327507e-01 7.782717e-03 000:00:17 000:00:15 D
108 8.405335e-01 7.782717e-03 000:00:17 000:00:15 D
109 8.483162e-01 7.782717e-03 000:00:17 000:00:15 D
110 8.560989e-01 7.782717e-03 000:00:17 000:00:15 FD
111 8.638816e-01 7.782717e-03 000:00:18 000:00:14 D
112 8.716643e-01 7.782717e-03 000:00:18 000:00:14 D
113 8.794470e-01 7.782717e-03 000:00:18 000:00:14 D
114 8.872298e-01 7.782717e-03 000:00:18 000:00:14 D
115 8.950125e-01 7.782717e-03 000:00:18 000:00:14 D
116 9.027952e-01 7.782717e-03 000:00:18 000:00:14 D
117 9.105779e-01 7.782717e-03 000:00:19 000:00:13 D
118 9.183606e-01 7.782717e-03 000:00:19 000:00:13 D
119 9.261433e-01 7.782717e-03 000:00:19 000:00:13 D
120 9.339261e-01 7.782717e-03 000:00:19 000:00:13 FD
121 9.417088e-01 7.782717e-03 000:00:20 000:00:13 D
122 9.494915e-01 7.782717e-03 000:00:20 000:00:13 D
123 9.572742e-01 7.782717e-03 000:00:20 000:00:13 D
124 9.650569e-01 7.782717e-03 000:00:20 000:00:13 D
125 9.728396e-01 7.782717e-03 000:00:20 000:00:12 D
126 9.806224e-01 7.782717e-03 000:00:21 000:00:12 D
127 9.884051e-01 7.782717e-03 000:00:21 000:00:12 D
128 9.961878e-01 7.782717e-03 000:00:21 000:00:12 D
129 1.003971e+00 7.782717e-03 000:00:21 000:00:12 D
130 1.011753e+00 7.782717e-03 000:00:21 000:00:12 FD
131 1.019536e+00 7.782717e-03 000:00:21 000:00:11 D
132 1.027319e+00 7.782717e-03 000:00:22 000:00:11 D
133 1.035101e+00 7.782717e-03 000:00:22 000:00:11 D
134 1.042884e+00 7.782717e-03 000:00:22 000:00:11 D
135 1.050667e+00 7.782717e-03 000:00:22 000:00:11 D
136 1.058450e+00 7.782717e-03 000:00:23 000:00:11 D
137 1.066232e+00 7.782717e-03 000:00:23 000:00:10 D
138 1.074015e+00 7.782717e-03 000:00:23 000:00:10 D
139 1.081798e+00 7.782717e-03 000:00:23 000:00:10 D
140 1.089580e+00 7.782717e-03 000:00:23 000:00:10 FD
141 1.097363e+00 7.782717e-03 000:00:23 000:00:10 D
142 1.105146e+00 7.782717e-03 000:00:24 000:00:10 D
143 1.112929e+00 7.782717e-03 000:00:24 000:00:10 D
144 1.120711e+00 7.782717e-03 000:00:24 000:00:09 D
145 1.128494e+00 7.782717e-03 000:00:24 000:00:09 D
146 1.136277e+00 7.782717e-03 000:00:24 000:00:09 D
147 1.144059e+00 7.782717e-03 000:00:25 000:00:09 D
148 1.151842e+00 7.782717e-03 000:00:25 000:00:09 D
149 1.159625e+00 7.782717e-03 000:00:25 000:00:09 D
150 1.167408e+00 7.782717e-03 000:00:25 000:00:08 FD
151 1.175190e+00 7.782717e-03 000:00:25 000:00:08 D
152 1.182973e+00 7.782717e-03 000:00:25 000:00:08 D
153 1.190756e+00 7.782717e-03 000:00:26 000:00:08 D
154 1.198538e+00 7.782717e-03 000:00:26 000:00:08 D
155 1.206321e+00 7.782717e-03 000:00:26 000:00:08 D
156 1.214104e+00 7.782717e-03 000:00:26 000:00:07 D
157 1.221887e+00 7.782717e-03 000:00:26 000:00:07 D
158 1.229669e+00 7.782717e-03 000:00:27 000:00:07 D
159 1.237452e+00 7.782717e-03 000:00:27 000:00:07 D
160 1.245235e+00 7.782717e-03 000:00:27 000:00:07 FD
161 1.253017e+00 7.782717e-03 000:00:27 000:00:07 D
162 1.260800e+00 7.782717e-03 000:00:27 000:00:06 D
163 1.268583e+00 7.782717e-03 000:00:28 000:00:06 D
164 1.276366e+00 7.782717e-03 000:00:28 000:00:06 D
165 1.284148e+00 7.782717e-03 000:00:28 000:00:06 D
166 1.291931e+00 7.782717e-03 000:00:28 000:00:06 D
167 1.299714e+00 7.782717e-03 000:00:28 000:00:06 D
168 1.307496e+00 7.782717e-03 000:00:29 000:00:05 D
169 1.315279e+00 7.782717e-03 000:00:29 000:00:05 D
170 1.323062e+00 7.782717e-03 000:00:29 000:00:05 FD
171 1.330845e+00 7.782717e-03 000:00:29 000:00:05 D
172 1.338627e+00 7.782717e-03 000:00:29 000:00:05 D
173 1.346410e+00 7.782717e-03 000:00:30 000:00:05 D
174 1.354193e+00 7.782717e-03 000:00:30 000:00:04 D
175 1.361976e+00 7.782717e-03 000:00:30 000:00:04 D
176 1.369758e+00 7.782717e-03 000:00:30 000:00:04 D
177 1.377541e+00 7.782717e-03 000:00:30 000:00:04 D
178 1.385324e+00 7.782717e-03 000:00:30 000:00:04 D
179 1.393106e+00 7.782717e-03 000:00:31 000:00:03 D
180 1.400889e+00 7.782717e-03 000:00:31 000:00:03 FD
181 1.408672e+00 7.782717e-03 000:00:31 000:00:03 D
182 1.416455e+00 7.782717e-03 000:00:31 000:00:03 D
183 1.424237e+00 7.782717e-03 000:00:31 000:00:03 D
184 1.432020e+00 7.782717e-03 000:00:31 000:00:03 D
185 1.439803e+00 7.782717e-03 000:00:32 000:00:02 D
186 1.447585e+00 7.782717e-03 000:00:32 000:00:02 D
187 1.455368e+00 7.782717e-03 000:00:32 000:00:02 D
188 1.463151e+00 7.782717e-03 000:00:32 000:00:02 D
189 1.470934e+00 7.782717e-03 000:00:32 000:00:02 D
190 1.478716e+00 7.782717e-03 000:00:32 000:00:02 FD
191 1.486499e+00 7.782717e-03 000:00:33 000:00:01 D
192 1.494282e+00 7.782717e-03 000:00:33 000:00:01 D
193 1.502064e+00 7.782717e-03 000:00:33 000:00:01 D
194 1.509847e+00 7.782717e-03 000:00:33 000:00:01 D
195 1.517630e+00 7.782717e-03 000:00:33 000:00:01 D
196 1.525413e+00 7.782717e-03 000:00:33 000:00:01 D
197 1.533195e+00 7.782717e-03 000:00:34 000:00:00 D
198 1.540978e+00 7.782717e-03 000:00:34 000:00:00 D
199 1.548761e+00 7.782717e-03 000:00:34 000:00:00 D
200 1.556543e+00 7.782717e-03 000:00:34 000:00:00 FD
201 1.564326e+00 7.782717e-03 000:00:34 000:00:00 D
202 1.570796e+00 6.470177e-03 000:00:34 000:00:00 D
Normal finish, maximum time reached: 1.570796
* Timers (h:m:s):
-----------------
Migrate global-scope data : 0:0:0
Total runtime : 0:0:35
[Partition 0][Node 0] End of program
$ cp diag diag.750K
$ ./charmrun +p36 Main/inciter -v -c slot_cyl.q -i unitcube_01_6M.exo
Running on 36 processors: Main/inciter -v -c slot_cyl.q -i unitcube_01_6M.exo
charmrun> /usr/bin/setarch x86_64 -R mpirun -np 36 Main/inciter -v -c slot_cyl.q -i unitcube_01_6M.exo
Charm++> Running on MPI version: 3.1
Charm++> level of thread support used: MPI_THREAD_SINGLE (desired: MPI_THREAD_SINGLE)
Charm++> Running in non-SMP mode: numPes 36
Converse/Charm++ Commit ID:
CharmLB> Load balancer assumes all CPUs are same.
Charm++> Running on 1 unique compute nodes (36-way SMP).
Charm++> cpu topology info is gathered in 0.022 seconds.
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:;;;;;;. .___ .__ __
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` '#''@` | |/ \_/ ___\| \ __\/ __ \_ __ \
| | | \ \___| || | \ ___/| | \/
|___|___| /\___ >__||__| \___ >__|
\/ \/ \/
< ENVIRONMENT >
------ o ------
* Build environment:
--------------------
Hostname : lagrange
Executable : inciter
Version : 0.1 (C16015)
Revision SHA1 : Quinoa_v0.1-914-g40abfa98
CMake build type : RELEASE
Asserts : off (turn on: CMAKE_BUILD_TYPE=DEBUG)
Exception trace : off (turn on: CMAKE_BUILD_TYPE=DEBUG)
MPI C++ wrapper : /usr/bin/mpicxx
Underlying C++ compiler : /usr/bin/g++
Build date : Sun Jun 4 13:51:45 MDT 2017
* Run-time environment:
-----------------------
Date, time : Mon Jun 5 07:08:32 2017
Work directory : /home/jbakosi/code/quinoa/build/gnu
Executable (rel. to work dir) : Main/inciter
Command line arguments : '-v -c slot_cyl.q -i unitcube_01_6M.exo'
Output : verbose (quiet: omit -v)
Control file : slot_cyl.q
Parsed control file : success
< FACTORY >
---- o ----
* Unknowns data layout (CMake: FIELD_DATA_LAYOUT):
--------------------------------------------------
unknown-major
* Registered partial differential equations:
--------------------------------------------
Unique equation types : 2
With all policy combinations : 12
Legend: equation name : supported policies
Policy codes:
* h: physics configuration:
A - Advection
D - Advection + diffusion
L - Laplace
N - Navier-Stokes
E - Euler
* r: problem:
U - User-defined
S - Shear-diffusion
D - Dirichlet & Neumann
V - Vortical flow
V - Nonlinear energy growth
V - Rayleigh-Taylor
Z - Zalesak's slotted cylinder
Compressible flow : h:EN, r:UV
Transport : h:AD, r:SZ
< PROBLEM >
---- o ----
* Title: Zalesak's slotted cylinder
-----------------------------------
* Partial differential equations integrated (1):
------------------------------------------------
< Transport >
problem : Zalesak's slotted cylinder
start offset in unknowns array : 0
number of components : 1
* Discretization parameters:
----------------------------
Number of time steps : 18446744073709551615
Start time : 0
Terminate time : 1.5708
CFL coefficient : 0.5
Mass diffusion coeff : 1
* Output filenames:
-------------------
Field : out.<chareid>
Diagnostics : diag
* Output intervals:
-------------------
TTY : 1
Field : 10
Diagnostics : 1
Quinoa> Reading side sets ... done
Quinoa> Creating linear system mergers
Quinoa> Creating particle writers
Quinoa> Creating partitioners and reading mesh graph ... done
* Input mesh graph statistics:
------------------------------
Number of tetrahedra : 6000000
Number of nodes : 1030301
* Load distribution:
--------------------
Virtualization [0.0...1.0] : 0
Load (number of tetrahedra) : 6000000
Number of processing elements : 36
Number of work units : 36 (35*166666+166690)
* Initial mesh partitioning:
----------------------------
Mesh partitioning algorithm : recursive coordinate bisection
Quinoa> Mesh read time: 0.230858 sec
Quinoa> Partitioning and distributing mesh ... ZOLTAN Load balancing method = 3 (RCB)
Build configuration:
ZOLTAN_ID_TYPE: unsigned int (4 bytes)
ZOLTAN_GNO_TYPE: ssize_t, (8 bytes)
MPI_Datatype for ZOLTAN_ID_TYPE: MPI_UNSIGNED
MPI_Datatype for ZOLTAN_GNO_TYPE: MPI_LONG
ZOLTAN Parameter IMBALANCE_TOL[0] = 1.100000
ZOLTAN Parameter AUTO_MIGRATE = FALSE
ZOLTAN Parameter MIGRATE_ONLY_PROC_CHANGES = 1
ZOLTAN Parameter OBJ_WEIGHT_DIM = 0
ZOLTAN Parameter EDGE_WEIGHT_DIM = 0
ZOLTAN Parameter DEBUG_LEVEL = 1
ZOLTAN Parameter DEBUG_PROCESSOR = 0
ZOLTAN Parameter DETERMINISTIC = TRUE
ZOLTAN Parameter TIMER = 1 (wall)
ZOLTAN Parameter NUM_GID_ENTRIES = 2
ZOLTAN Parameter NUM_LID_ENTRIES = 2
ZOLTAN Parameter RETURN_LISTS = PARTITION ASSIGNMENTS
ZOLTAN Parameter NUM_GLOBAL_PARTS = 36
ZOLTAN Parameter NUM_LOCAL_PARTS = -1
ZOLTAN Parameter REMAP = 1
ZOLTAN Parameter SEED = 123456789 (123456789)
ZOLTAN Parameter LB_APPROACH = repartition
ZOLTAN Parameter RCB_OVERALLOC = 1.200000
ZOLTAN Parameter RCB_REUSE = 0
ZOLTAN Parameter CHECK_GEOM = 1
ZOLTAN Parameter RCB_OUTPUT_LEVEL = 0
ZOLTAN Parameter KEEP_CUTS = 0
ZOLTAN Parameter RCB_LOCK_DIRECTIONS = 0
ZOLTAN Parameter RCB_SET_DIRECTIONS = 0
ZOLTAN Parameter RCB_RECTILINEAR_BLOCKS = 0
ZOLTAN Parameter OBJ_WEIGHTS_COMPARABLE = 0
ZOLTAN Parameter RCB_MULTICRITERIA_NORM = 1
ZOLTAN Parameter RCB_MAX_ASPECT_RATIO = 10.000000
ZOLTAN Parameter AVERAGE_CUTS = 0
ZOLTAN Parameter RANDOM_PIVOTS = 0
ZOLTAN Parameter RCB_RECOMPUTE_BOX = 0
ZOLTAN Parameter REDUCE_DIMENSIONS = 0
ZOLTAN Parameter DEGENERATE_RATIO = 0.000000
ZOLTAN Parameter FINAL_OUTPUT = 0
ZOLTAN Parameter KEEP_CUTS = 0
ZOLTAN Parameter REDUCE_DIMENSIONS = 0
ZOLTAN Parameter DEGENERATE_RATIO = 10.000000
done
Quinoa> Reordering mesh ... done
Quinoa> Creating workers
Quinoa> Reading mesh node coordinates, computing nodal volumes
Quinoa> Linear system communication cost: avg = 0.091166, std = 0.054424
Quinoa> Mesh statistics: min/max/avg(edgelength) = 0.010000 / 0.017321 / 0.012771
Quinoa> Mesh statistics: min/max/avg(V^{1/3}) = 0.005503 / 0.005503 / 0.005503
Quinoa> Computing row IDs, querying BCs, outputting mesh done
Quinoa> Setting and outputting ICs, computing initial dt, computing LHS ... done
Quinoa> Starting time stepping ...
* Time integration: Unstructured-mesh PDE solver testbed
--------------------------------------------------------
Legend: it - iteration count
t - time
dt - time step size
ETE - estimated time elapsed (h:m:s)
ETA - estimated time for accomplishment (h:m:s)
out - output-saved flags (F: field, D: diagnostics)
it t dt ETE ETA out
---------------------------------------------------------------
1 3.891359e-03 3.891359e-03 000:00:01 000:08:19 D
2 7.782717e-03 3.891359e-03 000:00:02 000:08:38 D
3 1.167408e-02 3.891359e-03 000:00:03 000:08:47 D
4 1.556543e-02 3.891359e-03 000:00:05 000:08:42 D
5 1.945679e-02 3.891359e-03 000:00:06 000:08:48 D
6 2.334815e-02 3.891359e-03 000:00:07 000:08:46 D
7 2.723951e-02 3.891359e-03 000:00:09 000:09:11 D
8 3.113087e-02 3.891359e-03 000:00:11 000:09:09 D
9 3.502223e-02 3.891359e-03 000:00:12 000:09:10 D
10 3.891359e-02 3.891359e-03 000:00:13 000:09:08 FD
11 4.280494e-02 3.891359e-03 000:00:15 000:09:06 D
12 4.669630e-02 3.891359e-03 000:00:16 000:09:01 D
13 5.058766e-02 3.891359e-03 000:00:17 000:09:00 D
14 5.447902e-02 3.891359e-03 000:00:19 000:08:57 D
15 5.837038e-02 3.891359e-03 000:00:20 000:08:56 D
16 6.226174e-02 3.891359e-03 000:00:22 000:08:54 D
17 6.615310e-02 3.891359e-03 000:00:23 000:08:53 D
18 7.004445e-02 3.891359e-03 000:00:25 000:08:56 D
19 7.393581e-02 3.891359e-03 000:00:27 000:09:08 D
20 7.782717e-02 3.891359e-03 000:00:28 000:09:08 FD
21 8.171853e-02 3.891359e-03 000:00:30 000:09:07 D
22 8.560989e-02 3.891359e-03 000:00:31 000:09:05 D
23 8.950125e-02 3.891359e-03 000:00:32 000:09:02 D
24 9.339261e-02 3.891359e-03 000:00:34 000:08:59 D
25 9.728396e-02 3.891359e-03 000:00:35 000:08:57 D
26 1.011753e-01 3.891359e-03 000:00:36 000:08:55 D
27 1.050667e-01 3.891359e-03 000:00:38 000:08:53 D
28 1.089580e-01 3.891359e-03 000:00:39 000:08:51 D
29 1.128494e-01 3.891359e-03 000:00:40 000:08:49 D
30 1.167408e-01 3.891359e-03 000:00:42 000:08:51 FD
31 1.206321e-01 3.891359e-03 000:00:44 000:08:50 D
32 1.245235e-01 3.891359e-03 000:00:45 000:08:46 D
33 1.284148e-01 3.891359e-03 000:00:46 000:08:45 D
34 1.323062e-01 3.891359e-03 000:00:48 000:08:43 D
35 1.361976e-01 3.891359e-03 000:00:49 000:08:40 D
36 1.400889e-01 3.891359e-03 000:00:50 000:08:38 D
37 1.439803e-01 3.891359e-03 000:00:52 000:08:36 D
38 1.478716e-01 3.891359e-03 000:00:53 000:08:35 D
39 1.517630e-01 3.891359e-03 000:00:54 000:08:33 D
40 1.556543e-01 3.891359e-03 000:00:56 000:08:31 FD
41 1.595457e-01 3.891359e-03 000:00:57 000:08:29 D
42 1.634371e-01 3.891359e-03 000:00:59 000:08:32 D
43 1.673284e-01 3.891359e-03 000:01:00 000:08:30 D
44 1.712198e-01 3.891359e-03 000:01:02 000:08:28 D
45 1.751111e-01 3.891359e-03 000:01:03 000:08:26 D
46 1.790025e-01 3.891359e-03 000:01:04 000:08:25 D
47 1.828939e-01 3.891359e-03 000:01:06 000:08:23 D
48 1.867852e-01 3.891359e-03 000:01:07 000:08:21 D
49 1.906766e-01 3.891359e-03 000:01:09 000:08:19 D
50 1.945679e-01 3.891359e-03 000:01:10 000:08:17 FD
51 1.984593e-01 3.891359e-03 000:01:11 000:08:16 D
52 2.023506e-01 3.891359e-03 000:01:13 000:08:14 D
53 2.062420e-01 3.891359e-03 000:01:14 000:08:13 D
54 2.101334e-01 3.891359e-03 000:01:16 000:08:13 D
55 2.140247e-01 3.891359e-03 000:01:17 000:08:12 D
56 2.179161e-01 3.891359e-03 000:01:18 000:08:10 D
57 2.218074e-01 3.891359e-03 000:01:20 000:08:08 D
58 2.256988e-01 3.891359e-03 000:01:21 000:08:07 D
59 2.295902e-01 3.891359e-03 000:01:23 000:08:05 D
60 2.334815e-01 3.891359e-03 000:01:24 000:08:05 FD
61 2.373729e-01 3.891359e-03 000:01:26 000:08:04 D
62 2.412642e-01 3.891359e-03 000:01:27 000:08:03 D
63 2.451556e-01 3.891359e-03 000:01:29 000:08:02 D
64 2.490469e-01 3.891359e-03 000:01:30 000:08:01 D
65 2.529383e-01 3.891359e-03 000:01:32 000:07:59 D
66 2.568297e-01 3.891359e-03 000:01:33 000:07:57 D
67 2.607210e-01 3.891359e-03 000:01:34 000:07:56 D
68 2.646124e-01 3.891359e-03 000:01:36 000:07:54 D
69 2.685037e-01 3.891359e-03 000:01:37 000:07:52 D
70 2.723951e-01 3.891359e-03 000:01:38 000:07:50 FD
71 2.762865e-01 3.891359e-03 000:01:40 000:07:48 D
72 2.801778e-01 3.891359e-03 000:01:41 000:07:47 D
73 2.840692e-01 3.891359e-03 000:01:43 000:07:47 D
74 2.879605e-01 3.891359e-03 000:01:44 000:07:46 D
75 2.918519e-01 3.891359e-03 000:01:45 000:07:44 D
76 2.957433e-01 3.891359e-03 000:01:47 000:07:42 D
77 2.996346e-01 3.891359e-03 000:01:48 000:07:41 D
78 3.035260e-01 3.891359e-03 000:01:50 000:07:39 D
79 3.074173e-01 3.891359e-03 000:01:51 000:07:38 D
80 3.113087e-01 3.891359e-03 000:01:53 000:07:37 FD
81 3.152000e-01 3.891359e-03 000:01:54 000:07:35 D
82 3.190914e-01 3.891359e-03 000:01:55 000:07:34 D
83 3.229828e-01 3.891359e-03 000:01:57 000:07:33 D
84 3.268741e-01 3.891359e-03 000:01:58 000:07:31 D
85 3.307655e-01 3.891359e-03 000:02:00 000:07:31 D
86 3.346568e-01 3.891359e-03 000:02:01 000:07:29 D
87 3.385482e-01 3.891359e-03 000:02:03 000:07:28 D
88 3.424396e-01 3.891359e-03 000:02:04 000:07:27 D
89 3.463309e-01 3.891359e-03 000:02:06 000:07:25 D
90 3.502223e-01 3.891359e-03 000:02:07 000:07:24 FD
91 3.541136e-01 3.891359e-03 000:02:08 000:07:22 D
92 3.580050e-01 3.891359e-03 000:02:10 000:07:21 D
93 3.618963e-01 3.891359e-03 000:02:11 000:07:19 D
94 3.657877e-01 3.891359e-03 000:02:12 000:07:18 D
95 3.696791e-01 3.891359e-03 000:02:14 000:07:16 D
96 3.735704e-01 3.891359e-03 000:02:15 000:07:15 D
97 3.774618e-01 3.891359e-03 000:02:17 000:07:13 D
98 3.813531e-01 3.891359e-03 000:02:18 000:07:11 D
99 3.852445e-01 3.891359e-03 000:02:19 000:07:10 D
100 3.891359e-01 3.891359e-03 000:02:21 000:07:08 FD
101 3.930272e-01 3.891359e-03 000:02:22 000:07:06 D
102 3.969186e-01 3.891359e-03 000:02:24 000:07:06 D
103 4.008099e-01 3.891359e-03 000:02:25 000:07:04 D
104 4.047013e-01 3.891359e-03 000:02:27 000:07:03 D
105 4.085927e-01 3.891359e-03 000:02:28 000:07:02 D
106 4.124840e-01 3.891359e-03 000:02:29 000:07:01 D
107 4.163754e-01 3.891359e-03 000:02:31 000:06:59 D
108 4.202667e-01 3.891359e-03 000:02:32 000:06:58 D
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381 1.482608e+00 3.891359e-03 000:09:04 000:00:32 D
382 1.486499e+00 3.891359e-03 000:09:06 000:00:30 D
383 1.490390e+00 3.891359e-03 000:09:07 000:00:29 D
384 1.494282e+00 3.891359e-03 000:09:08 000:00:28 D
385 1.498173e+00 3.891359e-03 000:09:10 000:00:26 D
386 1.502064e+00 3.891359e-03 000:09:11 000:00:25 D
387 1.505956e+00 3.891359e-03 000:09:13 000:00:23 D
388 1.509847e+00 3.891359e-03 000:09:14 000:00:22 D
389 1.513738e+00 3.891359e-03 000:09:16 000:00:20 D
390 1.517630e+00 3.891359e-03 000:09:17 000:00:19 FD
391 1.521521e+00 3.891359e-03 000:09:18 000:00:18 D
392 1.525413e+00 3.891359e-03 000:09:20 000:00:16 D
393 1.529304e+00 3.891359e-03 000:09:21 000:00:15 D
394 1.533195e+00 3.891359e-03 000:09:23 000:00:13 D
395 1.537087e+00 3.891359e-03 000:09:24 000:00:12 D
396 1.540978e+00 3.891359e-03 000:09:26 000:00:10 D
397 1.544869e+00 3.891359e-03 000:09:27 000:00:09 D
398 1.548761e+00 3.891359e-03 000:09:29 000:00:08 D
399 1.552652e+00 3.891359e-03 000:09:30 000:00:06 D
400 1.556543e+00 3.891359e-03 000:09:32 000:00:05 FD
401 1.560435e+00 3.891359e-03 000:09:33 000:00:03 D
402 1.564326e+00 3.891359e-03 000:09:35 000:00:02 D
403 1.568218e+00 3.891359e-03 000:09:36 000:00:00 D
404 1.570796e+00 2.578819e-03 000:09:37 000:00:00 D
Normal finish, maximum time reached: 1.570796
* Timers (h:m:s):
-----------------
Migrate global-scope data : 0:0:0
Total runtime : 0:9:42
[Partition 0][Node 0] End of program
$ cp diag diag.6M
$ ./charmrun +p36 Main/inciter -v -c slot_cyl.q -i unitcube_01_48M.exo
Running on 36 processors: Main/inciter -v -c slot_cyl.q -i unitcube_01_48M.exo
charmrun> /usr/bin/setarch x86_64 -R mpirun -np 36 Main/inciter -v -c slot_cyl.q -i unitcube_01_48M.exo
Charm++> Running on MPI version: 3.1
Charm++> level of thread support used: MPI_THREAD_SINGLE (desired: MPI_THREAD_SINGLE)
Charm++> Running in non-SMP mode: numPes 36
Converse/Charm++ Commit ID:
CharmLB> Load balancer assumes all CPUs are same.
Charm++> Running on 1 unique compute nodes (36-way SMP).
Charm++> cpu topology info is gathered in 0.022 seconds.
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` '#''@` | |/ \_/ ___\| \ __\/ __ \_ __ \
| | | \ \___| || | \ ___/| | \/
|___|___| /\___ >__||__| \___ >__|
\/ \/ \/
< ENVIRONMENT >
------ o ------
* Build environment:
--------------------
Hostname : lagrange
Executable : inciter
Version : 0.1 (C16015)
Revision SHA1 : Quinoa_v0.1-914-g40abfa98
CMake build type : RELEASE
Asserts : off (turn on: CMAKE_BUILD_TYPE=DEBUG)
Exception trace : off (turn on: CMAKE_BUILD_TYPE=DEBUG)
MPI C++ wrapper : /usr/bin/mpicxx
Underlying C++ compiler : /usr/bin/g++
Build date : Sun Jun 4 13:51:45 MDT 2017
* Run-time environment:
-----------------------
Date, time : Mon Jun 5 07:18:32 2017
Work directory : /home/jbakosi/code/quinoa/build/gnu
Executable (rel. to work dir) : Main/inciter
Command line arguments : '-v -c slot_cyl.q -i unitcube_01_48M.exo'
Output : verbose (quiet: omit -v)
Control file : slot_cyl.q
Parsed control file : success
< FACTORY >
---- o ----
* Unknowns data layout (CMake: FIELD_DATA_LAYOUT):
--------------------------------------------------
unknown-major
* Registered partial differential equations:
--------------------------------------------
Unique equation types : 2
With all policy combinations : 12
Legend: equation name : supported policies
Policy codes:
* h: physics configuration:
A - Advection
D - Advection + diffusion
L - Laplace
N - Navier-Stokes
E - Euler
* r: problem:
U - User-defined
S - Shear-diffusion
D - Dirichlet & Neumann
V - Vortical flow
V - Nonlinear energy growth
V - Rayleigh-Taylor
Z - Zalesak's slotted cylinder
Compressible flow : h:EN, r:UV
Transport : h:AD, r:SZ
< PROBLEM >
---- o ----
* Title: Zalesak's slotted cylinder
-----------------------------------
* Partial differential equations integrated (1):
------------------------------------------------
< Transport >
problem : Zalesak's slotted cylinder
start offset in unknowns array : 0
number of components : 1
* Discretization parameters:
----------------------------
Number of time steps : 18446744073709551615
Start time : 0
Terminate time : 1.5708
CFL coefficient : 0.5
Mass diffusion coeff : 1
* Output filenames:
-------------------
Field : out.<chareid>
Diagnostics : diag
* Output intervals:
-------------------
TTY : 1
Field : 10
Diagnostics : 1
Quinoa> Reading side sets ... done
Quinoa> Creating linear system mergers
Quinoa> Creating particle writers
Quinoa> Creating partitioners and reading mesh graph ... done
* Input mesh graph statistics:
------------------------------
Number of tetrahedra : 48000000
Number of nodes : 8120601
* Load distribution:
--------------------
Virtualization [0.0...1.0] : 0
Load (number of tetrahedra) : 48000000
Number of processing elements : 36
Number of work units : 36 (35*1333333+1333345)
* Initial mesh partitioning:
----------------------------
Mesh partitioning algorithm : recursive coordinate bisection
Quinoa> Mesh read time: 1.933377 sec
Quinoa> Partitioning and distributing mesh ... ZOLTAN Load balancing method = 3 (RCB)
Build configuration:
ZOLTAN_ID_TYPE: unsigned int (4 bytes)
ZOLTAN_GNO_TYPE: ssize_t, (8 bytes)
MPI_Datatype for ZOLTAN_ID_TYPE: MPI_UNSIGNED
MPI_Datatype for ZOLTAN_GNO_TYPE: MPI_LONG
ZOLTAN Parameter IMBALANCE_TOL[0] = 1.100000
ZOLTAN Parameter AUTO_MIGRATE = FALSE
ZOLTAN Parameter MIGRATE_ONLY_PROC_CHANGES = 1
ZOLTAN Parameter OBJ_WEIGHT_DIM = 0
ZOLTAN Parameter EDGE_WEIGHT_DIM = 0
ZOLTAN Parameter DEBUG_LEVEL = 1
ZOLTAN Parameter DEBUG_PROCESSOR = 0
ZOLTAN Parameter DETERMINISTIC = TRUE
ZOLTAN Parameter TIMER = 1 (wall)
ZOLTAN Parameter NUM_GID_ENTRIES = 2
ZOLTAN Parameter NUM_LID_ENTRIES = 2
ZOLTAN Parameter RETURN_LISTS = PARTITION ASSIGNMENTS
ZOLTAN Parameter NUM_GLOBAL_PARTS = 36
ZOLTAN Parameter NUM_LOCAL_PARTS = -1
ZOLTAN Parameter REMAP = 1
ZOLTAN Parameter SEED = 123456789 (123456789)
ZOLTAN Parameter LB_APPROACH = repartition
ZOLTAN Parameter RCB_OVERALLOC = 1.200000
ZOLTAN Parameter RCB_REUSE = 0
ZOLTAN Parameter CHECK_GEOM = 1
ZOLTAN Parameter RCB_OUTPUT_LEVEL = 0
ZOLTAN Parameter KEEP_CUTS = 0
ZOLTAN Parameter RCB_LOCK_DIRECTIONS = 0
ZOLTAN Parameter RCB_SET_DIRECTIONS = 0
ZOLTAN Parameter RCB_RECTILINEAR_BLOCKS = 0
ZOLTAN Parameter OBJ_WEIGHTS_COMPARABLE = 0
ZOLTAN Parameter RCB_MULTICRITERIA_NORM = 1
ZOLTAN Parameter RCB_MAX_ASPECT_RATIO = 10.000000
ZOLTAN Parameter AVERAGE_CUTS = 0
ZOLTAN Parameter RANDOM_PIVOTS = 0
ZOLTAN Parameter RCB_RECOMPUTE_BOX = 0
ZOLTAN Parameter REDUCE_DIMENSIONS = 0
ZOLTAN Parameter DEGENERATE_RATIO = 0.000000
ZOLTAN Parameter FINAL_OUTPUT = 0
ZOLTAN Parameter KEEP_CUTS = 0
ZOLTAN Parameter REDUCE_DIMENSIONS = 0
ZOLTAN Parameter DEGENERATE_RATIO = 10.000000
done
Quinoa> Reordering mesh ... done
Quinoa> Creating workers
Quinoa> Reading mesh node coordinates, computing nodal volumes
Quinoa> Linear system communication cost: avg = 0.044557, std = 0.026130
Quinoa> Mesh statistics: min/max/avg(edgelength) = 0.005000 / 0.008660 / 0.006397
Quinoa> Mesh statistics: min/max/avg(V^{1/3}) = 0.002752 / 0.002752 / 0.002752
Quinoa> Computing row IDs, querying BCs, outputting mesh done
Quinoa> Setting and outputting ICs, computing initial dt, computing LHS ... done
Quinoa> Starting time stepping ...
* Time integration: Unstructured-mesh PDE solver testbed
--------------------------------------------------------
Legend: it - iteration count
t - time
dt - time step size
ETE - estimated time elapsed (h:m:s)
ETA - estimated time for accomplishment (h:m:s)
out - output-saved flags (F: field, D: diagnostics)
it t dt ETE ETA out
---------------------------------------------------------------
1 1.945679e-03 1.945679e-03 000:00:10 002:23:17 D
2 3.891359e-03 1.945679e-03 000:00:22 002:30:35 D
3 5.837038e-03 1.945679e-03 000:00:35 002:38:17 D
4 7.782717e-03 1.945679e-03 000:00:46 002:35:40 D
5 9.728396e-03 1.945679e-03 000:00:57 002:35:01 D
6 1.167408e-02 1.945679e-03 000:01:08 002:33:26 D
7 1.361976e-02 1.945679e-03 000:01:19 002:31:22 D
8 1.556543e-02 1.945679e-03 000:01:31 002:31:55 D
9 1.751111e-02 1.945679e-03 000:01:43 002:32:51 D
10 1.945679e-02 1.945679e-03 000:01:54 002:32:29 FD
11 2.140247e-02 1.945679e-03 000:02:05 002:31:21 D
12 2.334815e-02 1.945679e-03 000:02:17 002:31:28 D
13 2.529383e-02 1.945679e-03 000:02:29 002:31:47 D
14 2.723951e-02 1.945679e-03 000:02:39 002:30:31 D
15 2.918519e-02 1.945679e-03 000:02:51 002:30:38 D
16 3.113087e-02 1.945679e-03 000:03:01 002:29:44 D
17 3.307655e-02 1.945679e-03 000:03:12 002:29:09 D
18 3.502223e-02 1.945679e-03 000:03:23 002:28:59 D
19 3.696791e-02 1.945679e-03 000:03:34 002:28:26 D
20 3.891359e-02 1.945679e-03 000:03:46 002:28:31 FD
21 4.085927e-02 1.945679e-03 000:03:57 002:28:09 D
22 4.280494e-02 1.945679e-03 000:04:08 002:27:54 D
23 4.475062e-02 1.945679e-03 000:04:19 002:27:25 D
24 4.669630e-02 1.945679e-03 000:04:30 002:26:55 D
25 4.864198e-02 1.945679e-03 000:04:41 002:26:41 D
26 5.058766e-02 1.945679e-03 000:04:52 002:26:29 D
27 5.253334e-02 1.945679e-03 000:05:03 002:26:06 D
28 5.447902e-02 1.945679e-03 000:05:13 002:25:36 D
29 5.642470e-02 1.945679e-03 000:05:24 002:25:20 D
30 5.837038e-02 1.945679e-03 000:05:35 002:25:03 FD
31 6.031606e-02 1.945679e-03 000:05:48 002:25:21 D
32 6.226174e-02 1.945679e-03 000:05:58 002:24:56 D
33 6.420742e-02 1.945679e-03 000:06:10 002:24:46 D
34 6.615310e-02 1.945679e-03 000:06:21 002:24:28 D
35 6.809878e-02 1.945679e-03 000:06:31 002:24:04 D
36 7.004445e-02 1.945679e-03 000:06:42 002:23:52 D
37 7.199013e-02 1.945679e-03 000:06:54 002:23:44 D
38 7.393581e-02 1.945679e-03 000:07:05 002:23:26 D
39 7.588149e-02 1.945679e-03 000:07:16 002:23:12 D
40 7.782717e-02 1.945679e-03 000:07:27 002:23:05 FD
41 7.977285e-02 1.945679e-03 000:07:38 002:22:43 D
42 8.171853e-02 1.945679e-03 000:07:50 002:22:55 D
43 8.366421e-02 1.945679e-03 000:08:01 002:22:44 D
44 8.560989e-02 1.945679e-03 000:08:12 002:22:30 D
45 8.755557e-02 1.945679e-03 000:08:23 002:22:17 D
46 8.950125e-02 1.945679e-03 000:08:34 002:22:00 D
47 9.144693e-02 1.945679e-03 000:08:46 002:21:54 D
48 9.339261e-02 1.945679e-03 000:08:57 002:21:45 D
49 9.533829e-02 1.945679e-03 000:09:08 002:21:29 D
50 9.728396e-02 1.945679e-03 000:09:19 002:21:13 FD
51 9.922964e-02 1.945679e-03 000:09:30 002:21:01 D
52 1.011753e-01 1.945679e-03 000:09:42 002:21:02 D
53 1.031210e-01 1.945679e-03 000:09:53 002:20:48 D
54 1.050667e-01 1.945679e-03 000:10:04 002:20:37 D
55 1.070124e-01 1.945679e-03 000:10:15 002:20:26 D
56 1.089580e-01 1.945679e-03 000:10:27 002:20:14 D
57 1.109037e-01 1.945679e-03 000:10:37 002:19:55 D
58 1.128494e-01 1.945679e-03 000:10:48 002:19:41 D
59 1.147951e-01 1.945679e-03 000:10:59 002:19:20 D
60 1.167408e-01 1.945679e-03 000:11:09 002:19:03 FD
61 1.186864e-01 1.945679e-03 000:11:20 002:18:49 D
62 1.206321e-01 1.945679e-03 000:11:31 002:18:35 D
63 1.225778e-01 1.945679e-03 000:11:42 002:18:19 D
64 1.245235e-01 1.945679e-03 000:11:53 002:18:02 D
65 1.264692e-01 1.945679e-03 000:12:03 002:17:47 D
66 1.284148e-01 1.945679e-03 000:12:15 002:17:36 D
67 1.303605e-01 1.945679e-03 000:12:26 002:17:26 D
68 1.323062e-01 1.945679e-03 000:12:37 002:17:10 D
69 1.342519e-01 1.945679e-03 000:12:48 002:17:05 D
70 1.361976e-01 1.945679e-03 000:12:59 002:16:49 FD
71 1.381432e-01 1.945679e-03 000:13:10 002:16:33 D
72 1.400889e-01 1.945679e-03 000:13:21 002:16:22 D
73 1.420346e-01 1.945679e-03 000:13:32 002:16:10 D
74 1.439803e-01 1.945679e-03 000:13:43 002:16:00 D
75 1.459259e-01 1.945679e-03 000:13:54 002:15:48 D
76 1.478716e-01 1.945679e-03 000:14:05 002:15:39 D
77 1.498173e-01 1.945679e-03 000:14:17 002:15:35 D
78 1.517630e-01 1.945679e-03 000:14:29 002:15:32 D
79 1.537087e-01 1.945679e-03 000:14:42 002:15:32 D
80 1.556543e-01 1.945679e-03 000:14:53 002:15:23 FD
81 1.576000e-01 1.945679e-03 000:15:04 002:15:07 D
82 1.595457e-01 1.945679e-03 000:15:14 002:14:53 D
83 1.614914e-01 1.945679e-03 000:15:25 002:14:40 D
84 1.634371e-01 1.945679e-03 000:15:36 002:14:25 D
85 1.653827e-01 1.945679e-03 000:15:48 002:14:21 D
86 1.673284e-01 1.945679e-03 000:15:59 002:14:08 D
87 1.692741e-01 1.945679e-03 000:16:10 002:13:56 D
88 1.712198e-01 1.945679e-03 000:16:21 002:13:44 D
89 1.731655e-01 1.945679e-03 000:16:32 002:13:32 D
90 1.751111e-01 1.945679e-03 000:16:43 002:13:21 FD
91 1.770568e-01 1.945679e-03 000:16:55 002:13:11 D
92 1.790025e-01 1.945679e-03 000:17:06 002:12:58 D
93 1.809482e-01 1.945679e-03 000:17:17 002:12:49 D
94 1.828939e-01 1.945679e-03 000:17:28 002:12:39 D
95 1.848395e-01 1.945679e-03 000:17:40 002:12:28 D
96 1.867852e-01 1.945679e-03 000:17:51 002:12:17 D
97 1.887309e-01 1.945679e-03 000:18:02 002:12:09 D
98 1.906766e-01 1.945679e-03 000:18:13 002:11:56 D
99 1.926222e-01 1.945679e-03 000:18:24 002:11:44 D
100 1.945679e-01 1.945679e-03 000:18:35 002:11:30 FD
101 1.965136e-01 1.945679e-03 000:18:47 002:11:28 D
102 1.984593e-01 1.945679e-03 000:18:58 002:11:13 D
103 2.004050e-01 1.945679e-03 000:19:09 002:11:02 D
104 2.023506e-01 1.945679e-03 000:19:20 002:10:49 D
105 2.042963e-01 1.945679e-03 000:19:31 002:10:37 D
106 2.062420e-01 1.945679e-03 000:19:43 002:10:28 D
107 2.081877e-01 1.945679e-03 000:19:54 002:10:14 D
108 2.101334e-01 1.945679e-03 000:20:04 002:10:01 D
109 2.120790e-01 1.945679e-03 000:20:15 002:09:47 D
110 2.140247e-01 1.945679e-03 000:20:26 002:09:34 FD
111 2.159704e-01 1.945679e-03 000:20:37 002:09:23 D
112 2.179161e-01 1.945679e-03 000:20:49 002:09:14 D
113 2.198618e-01 1.945679e-03 000:20:59 002:08:59 D
114 2.218074e-01 1.945679e-03 000:21:10 002:08:44 D
115 2.237531e-01 1.945679e-03 000:21:21 002:08:32 D
116 2.256988e-01 1.945679e-03 000:21:32 002:08:21 D
117 2.276445e-01 1.945679e-03 000:21:43 002:08:12 D
118 2.295902e-01 1.945679e-03 000:21:55 002:08:03 D
119 2.315358e-01 1.945679e-03 000:22:06 002:07:52 D
120 2.334815e-01 1.945679e-03 000:22:17 002:07:41 FD
121 2.354272e-01 1.945679e-03 000:22:29 002:07:33 D
122 2.373729e-01 1.945679e-03 000:22:40 002:07:22 D
123 2.393186e-01 1.945679e-03 000:22:51 002:07:12 D
124 2.412642e-01 1.945679e-03 000:23:02 002:06:59 D
125 2.432099e-01 1.945679e-03 000:23:13 002:06:46 D
126 2.451556e-01 1.945679e-03 000:23:24 002:06:35 D
127 2.471013e-01 1.945679e-03 000:23:35 002:06:21 D
128 2.490469e-01 1.945679e-03 000:23:46 002:06:12 D
129 2.509926e-01 1.945679e-03 000:23:57 002:05:58 D
130 2.529383e-01 1.945679e-03 000:24:08 002:05:47 FD
131 2.548840e-01 1.945679e-03 000:24:19 002:05:35 D
132 2.568297e-01 1.945679e-03 000:24:31 002:05:26 D
133 2.587753e-01 1.945679e-03 000:24:42 002:05:14 D
134 2.607210e-01 1.945679e-03 000:24:52 002:05:01 D
135 2.626667e-01 1.945679e-03 000:25:04 002:04:52 D
136 2.646124e-01 1.945679e-03 000:25:15 002:04:38 D
137 2.665581e-01 1.945679e-03 000:25:26 002:04:26 D
138 2.685037e-01 1.945679e-03 000:25:37 002:04:17 D
139 2.704494e-01 1.945679e-03 000:25:48 002:04:05 D
140 2.723951e-01 1.945679e-03 000:25:59 002:03:54 FD
141 2.743408e-01 1.945679e-03 000:26:10 002:03:41 D
142 2.762865e-01 1.945679e-03 000:26:21 002:03:28 D
143 2.782321e-01 1.945679e-03 000:26:32 002:03:17 D
144 2.801778e-01 1.945679e-03 000:26:44 002:03:09 D
145 2.821235e-01 1.945679e-03 000:26:55 002:02:59 D
146 2.840692e-01 1.945679e-03 000:27:07 002:02:49 D
147 2.860149e-01 1.945679e-03 000:27:19 002:02:43 D
148 2.879605e-01 1.945679e-03 000:27:33 002:02:45 D
149 2.899062e-01 1.945679e-03 000:27:46 002:02:45 D
150 2.918519e-01 1.945679e-03 000:27:58 002:02:35 FD
151 2.937976e-01 1.945679e-03 000:28:09 002:02:24 D
152 2.957433e-01 1.945679e-03 000:28:20 002:02:12 D
153 2.976889e-01 1.945679e-03 000:28:31 002:02:00 D
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676 1.315279e+00 1.945679e-03 002:08:08 000:24:53 D
677 1.317225e+00 1.945679e-03 002:08:20 000:24:42 D
678 1.319171e+00 1.945679e-03 002:08:32 000:24:31 D
679 1.321116e+00 1.945679e-03 002:08:44 000:24:19 D
680 1.323062e+00 1.945679e-03 002:08:55 000:24:08 FD
681 1.325008e+00 1.945679e-03 002:09:07 000:23:57 D
682 1.326953e+00 1.945679e-03 002:09:18 000:23:45 D
683 1.328899e+00 1.945679e-03 002:09:29 000:23:34 D
684 1.330845e+00 1.945679e-03 002:09:40 000:23:22 D
685 1.332790e+00 1.945679e-03 002:09:51 000:23:11 D
686 1.334736e+00 1.945679e-03 002:10:02 000:22:59 D
687 1.336682e+00 1.945679e-03 002:10:13 000:22:48 D
688 1.338627e+00 1.945679e-03 002:10:24 000:22:37 D
689 1.340573e+00 1.945679e-03 002:10:35 000:22:25 D
690 1.342519e+00 1.945679e-03 002:10:46 000:22:14 FD
691 1.344464e+00 1.945679e-03 002:10:58 000:22:02 D
692 1.346410e+00 1.945679e-03 002:11:09 000:21:51 D
693 1.348356e+00 1.945679e-03 002:11:20 000:21:40 D
694 1.350301e+00 1.945679e-03 002:11:31 000:21:28 D
695 1.352247e+00 1.945679e-03 002:11:42 000:21:17 D
696 1.354193e+00 1.945679e-03 002:11:53 000:21:05 D
697 1.356138e+00 1.945679e-03 002:12:04 000:20:54 D
698 1.358084e+00 1.945679e-03 002:12:15 000:20:42 D
699 1.360030e+00 1.945679e-03 002:12:27 000:20:31 D
700 1.361976e+00 1.945679e-03 002:12:38 000:20:20 FD
701 1.363921e+00 1.945679e-03 002:12:49 000:20:08 D
702 1.365867e+00 1.945679e-03 002:13:01 000:19:57 D
703 1.367813e+00 1.945679e-03 002:13:12 000:19:46 D
704 1.369758e+00 1.945679e-03 002:13:23 000:19:34 D
705 1.371704e+00 1.945679e-03 002:13:34 000:19:23 D
706 1.373650e+00 1.945679e-03 002:13:45 000:19:11 D
707 1.375595e+00 1.945679e-03 002:13:57 000:19:00 D
708 1.377541e+00 1.945679e-03 002:14:09 000:18:49 D
709 1.379487e+00 1.945679e-03 002:14:20 000:18:37 D
710 1.381432e+00 1.945679e-03 002:14:31 000:18:26 FD
711 1.383378e+00 1.945679e-03 002:14:42 000:18:15 D
712 1.385324e+00 1.945679e-03 002:14:54 000:18:03 D
713 1.387269e+00 1.945679e-03 002:15:05 000:17:52 D
714 1.389215e+00 1.945679e-03 002:15:16 000:17:40 D
715 1.391161e+00 1.945679e-03 002:15:27 000:17:29 D
716 1.393106e+00 1.945679e-03 002:15:38 000:17:18 D
717 1.395052e+00 1.945679e-03 002:15:50 000:17:06 D
718 1.396998e+00 1.945679e-03 002:16:01 000:16:55 D
719 1.398943e+00 1.945679e-03 002:16:12 000:16:43 D
720 1.400889e+00 1.945679e-03 002:16:24 000:16:32 FD
721 1.402835e+00 1.945679e-03 002:16:35 000:16:21 D
722 1.404780e+00 1.945679e-03 002:16:46 000:16:09 D
723 1.406726e+00 1.945679e-03 002:16:57 000:15:58 D
724 1.408672e+00 1.945679e-03 002:17:09 000:15:47 D
725 1.410617e+00 1.945679e-03 002:17:20 000:15:35 D
726 1.412563e+00 1.945679e-03 002:17:31 000:15:24 D
727 1.414509e+00 1.945679e-03 002:17:42 000:15:12 D
728 1.416455e+00 1.945679e-03 002:17:53 000:15:01 D
729 1.418400e+00 1.945679e-03 002:18:04 000:14:50 D
730 1.420346e+00 1.945679e-03 002:18:15 000:14:38 FD
731 1.422292e+00 1.945679e-03 002:18:25 000:14:27 D
732 1.424237e+00 1.945679e-03 002:18:37 000:14:15 D
733 1.426183e+00 1.945679e-03 002:18:48 000:14:04 D
734 1.428129e+00 1.945679e-03 002:19:00 000:13:53 D
735 1.430074e+00 1.945679e-03 002:19:11 000:13:41 D
736 1.432020e+00 1.945679e-03 002:19:22 000:13:30 D
737 1.433966e+00 1.945679e-03 002:19:34 000:13:19 D
738 1.435911e+00 1.945679e-03 002:19:46 000:13:07 D
739 1.437857e+00 1.945679e-03 002:19:56 000:12:56 D
740 1.439803e+00 1.945679e-03 002:20:08 000:12:45 FD
741 1.441748e+00 1.945679e-03 002:20:19 000:12:33 D
742 1.443694e+00 1.945679e-03 002:20:30 000:12:22 D
743 1.445640e+00 1.945679e-03 002:20:41 000:12:10 D
744 1.447585e+00 1.945679e-03 002:20:52 000:11:59 D
745 1.449531e+00 1.945679e-03 002:21:03 000:11:48 D
746 1.451477e+00 1.945679e-03 002:21:15 000:11:36 D
747 1.453422e+00 1.945679e-03 002:21:27 000:11:25 D
748 1.455368e+00 1.945679e-03 002:21:38 000:11:14 D
749 1.457314e+00 1.945679e-03 002:21:49 000:11:02 D
750 1.459259e+00 1.945679e-03 002:22:00 000:10:51 FD
751 1.461205e+00 1.945679e-03 002:22:11 000:10:39 D
752 1.463151e+00 1.945679e-03 002:22:22 000:10:28 D
753 1.465097e+00 1.945679e-03 002:22:33 000:10:17 D
754 1.467042e+00 1.945679e-03 002:22:44 000:10:05 D
755 1.468988e+00 1.945679e-03 002:22:55 000:09:54 D
756 1.470934e+00 1.945679e-03 002:23:06 000:09:42 D
757 1.472879e+00 1.945679e-03 002:23:17 000:09:31 D
758 1.474825e+00 1.945679e-03 002:23:28 000:09:20 D
759 1.476771e+00 1.945679e-03 002:23:39 000:09:08 D
760 1.478716e+00 1.945679e-03 002:23:50 000:08:57 FD
761 1.480662e+00 1.945679e-03 002:24:01 000:08:46 D
762 1.482608e+00 1.945679e-03 002:24:12 000:08:34 D
763 1.484553e+00 1.945679e-03 002:24:23 000:08:23 D
764 1.486499e+00 1.945679e-03 002:24:35 000:08:11 D
765 1.488445e+00 1.945679e-03 002:24:47 000:08:00 D
766 1.490390e+00 1.945679e-03 002:24:57 000:07:49 D
767 1.492336e+00 1.945679e-03 002:25:09 000:07:37 D
768 1.494282e+00 1.945679e-03 002:25:20 000:07:26 D
769 1.496227e+00 1.945679e-03 002:25:31 000:07:15 D
770 1.498173e+00 1.945679e-03 002:25:43 000:07:03 FD
771 1.500119e+00 1.945679e-03 002:25:55 000:06:52 D
772 1.502064e+00 1.945679e-03 002:26:06 000:06:41 D
773 1.504010e+00 1.945679e-03 002:26:17 000:06:29 D
774 1.505956e+00 1.945679e-03 002:26:30 000:06:18 D
775 1.507901e+00 1.945679e-03 002:26:43 000:06:07 D
776 1.509847e+00 1.945679e-03 002:26:55 000:05:55 D
777 1.511793e+00 1.945679e-03 002:27:07 000:05:44 D
778 1.513738e+00 1.945679e-03 002:27:22 000:05:33 D
779 1.515684e+00 1.945679e-03 002:27:35 000:05:21 D
780 1.517630e+00 1.945679e-03 002:27:47 000:05:10 FD
781 1.519576e+00 1.945679e-03 002:27:57 000:04:59 D
782 1.521521e+00 1.945679e-03 002:28:10 000:04:47 D
783 1.523467e+00 1.945679e-03 002:28:21 000:04:36 D
784 1.525413e+00 1.945679e-03 002:28:32 000:04:25 D
785 1.527358e+00 1.945679e-03 002:28:44 000:04:13 D
786 1.529304e+00 1.945679e-03 002:28:55 000:04:02 D
787 1.531250e+00 1.945679e-03 002:29:06 000:03:51 D
788 1.533195e+00 1.945679e-03 002:29:17 000:03:39 D
789 1.535141e+00 1.945679e-03 002:29:28 000:03:28 D
790 1.537087e+00 1.945679e-03 002:29:40 000:03:16 FD
791 1.539032e+00 1.945679e-03 002:29:51 000:03:05 D
792 1.540978e+00 1.945679e-03 002:30:02 000:02:54 D
793 1.542924e+00 1.945679e-03 002:30:13 000:02:42 D
794 1.544869e+00 1.945679e-03 002:30:24 000:02:31 D
795 1.546815e+00 1.945679e-03 002:30:35 000:02:20 D
796 1.548761e+00 1.945679e-03 002:30:47 000:02:08 D
797 1.550706e+00 1.945679e-03 002:30:58 000:01:57 D
798 1.552652e+00 1.945679e-03 002:31:10 000:01:45 D
799 1.554598e+00 1.945679e-03 002:31:22 000:01:34 D
800 1.556543e+00 1.945679e-03 002:31:33 000:01:23 FD
801 1.558489e+00 1.945679e-03 002:31:44 000:01:11 D
802 1.560435e+00 1.945679e-03 002:31:56 000:01:00 D
803 1.562380e+00 1.945679e-03 002:32:07 000:00:49 D
804 1.564326e+00 1.945679e-03 002:32:18 000:00:37 D
805 1.566272e+00 1.945679e-03 002:32:29 000:00:26 D
806 1.568218e+00 1.945679e-03 002:32:41 000:00:15 D
807 1.570163e+00 1.945679e-03 002:32:52 000:00:03 D
808 1.570796e+00 6.331393e-04 002:33:03 000:00:00 D
Normal finish, maximum time reached: 1.570796
* Timers (h:m:s):
-----------------
Migrate global-scope data : 0:0:0
Total runtime : 2:33:54
[Partition 0][Node 0] End of program
$ cp diag diag.48M
Example visualization
Example visualization of the 3D field data result with ParaView.
paraview out.0
L2 errors
The following figure shows the time evolution of the error for three different meshes whose edge lengths are successively halved, which indicates approximately second-order convergence. See also https:/
Gnuplot commands to reproduce the above plot:
plot "diag.750K" u 2:4, "diag.6M" u 2:4, "diag.48M" u 2:4