in which different solver modules can be selected in each region to for complex
conjugate heat-transfer and other combined physics problems such as FSI
(fluid-structure interaction).
For single-region simulations the solver module is selected, instantiated and
executed in the PIMPLE loop in the new foamRun application.
For multi-region simulations the set of solver modules, one for each region, are
selected, instantiated and executed in the multi-region PIMPLE loop of new the
foamMultiRun application.
This provides a very general, flexible and extensible framework for complex
coupled problems by creating more solver modules, either by converting existing
solver applications or creating new ones.
The current set of solver modules provided are:
isothermalFluid
Solver module for steady or transient turbulent flow of compressible
isothermal fluids with optional mesh motion and mesh topology changes.
Created from the rhoSimpleFoam, rhoPimpleFoam and buoyantFoam solvers but
without the energy equation, hence isothermal. The buoyant pressure
formulation corresponding to the buoyantFoam solver is selected
automatically by the presence of the p_rgh pressure field in the start-time
directory.
fluid
Solver module for steady or transient turbulent flow of compressible fluids
with heat-transfer for HVAC and similar applications, with optional
mesh motion and mesh topology changes.
Derived from the isothermalFluid solver module with the addition of the
energy equation from the rhoSimpleFoam, rhoPimpleFoam and buoyantFoam
solvers, thus providing the equivalent functionality of these three solvers.
multicomponentFluid
Solver module for steady or transient turbulent flow of compressible
reacting fluids with optional mesh motion and mesh topology changes.
Derived from the isothermalFluid solver module with the addition of
multicomponent thermophysical properties energy and specie mass-fraction
equations from the reactingFoam solver, thus providing the equivalent
functionality in reactingFoam and buoyantReactingFoam. Chemical reactions
and/or combustion modelling may be optionally selected to simulate reacting
systems including fires, explosions etc.
solid
Solver module for turbulent flow of compressible fluids for conjugate heat
transfer, HVAC and similar applications, with optional mesh motion and mesh
topology changes.
The solid solver module may be selected in solid regions of a CHT case, with
either the fluid or multicomponentFluid solver module in the fluid regions
and executed with foamMultiRun to provide functionality equivalent
chtMultiRegionFoam but in a flexible and extensible framework for future
extension to more complex coupled problems.
All the usual fvModels, fvConstraints, functionObjects etc. are available with
these solver modules to support simulations including body-forces, local sources,
Lagrangian clouds, liquid films etc. etc.
Converting compressibleInterFoam and multiphaseEulerFoam into solver modules
would provide a significant enhancement to the CHT capability and incompressible
solvers like pimpleFoam run in conjunction with solidDisplacementFoam in
foamMultiRun would be useful for a range of FSI problems. Many other
combinations of existing solvers converted into solver modules could prove
useful for a very wide range of complex combined physics simulations.
All tutorials from the rhoSimpleFoam, rhoPimpleFoam, buoyantFoam, reactingFoam,
buoyantReactingFoam and chtMultiRegionFoam solver applications replaced by
solver modules have been updated and moved into the tutorials/modules directory:
modules
├── CHT
│ ├── coolingCylinder2D
│ ├── coolingSphere
│ ├── heatedDuct
│ ├── heatExchanger
│ ├── reverseBurner
│ └── shellAndTubeHeatExchanger
├── fluid
│ ├── aerofoilNACA0012
│ ├── aerofoilNACA0012Steady
│ ├── angledDuct
│ ├── angledDuctExplicitFixedCoeff
│ ├── angledDuctLTS
│ ├── annularThermalMixer
│ ├── BernardCells
│ ├── blockedChannel
│ ├── buoyantCavity
│ ├── cavity
│ ├── circuitBoardCooling
│ ├── decompressionTank
│ ├── externalCoupledCavity
│ ├── forwardStep
│ ├── helmholtzResonance
│ ├── hotRadiationRoom
│ ├── hotRadiationRoomFvDOM
│ ├── hotRoom
│ ├── hotRoomBoussinesq
│ ├── hotRoomBoussinesqSteady
│ ├── hotRoomComfort
│ ├── iglooWithFridges
│ ├── mixerVessel2DMRF
│ ├── nacaAirfoil
│ ├── pitzDaily
│ ├── prism
│ ├── shockTube
│ ├── squareBend
│ ├── squareBendLiq
│ └── squareBendLiqSteady
└── multicomponentFluid
├── aachenBomb
├── counterFlowFlame2D
├── counterFlowFlame2D_GRI
├── counterFlowFlame2D_GRI_TDAC
├── counterFlowFlame2DLTS
├── counterFlowFlame2DLTS_GRI_TDAC
├── cylinder
├── DLR_A_LTS
├── filter
├── hotBoxes
├── membrane
├── parcelInBox
├── rivuletPanel
├── SandiaD_LTS
├── simplifiedSiwek
├── smallPoolFire2D
├── smallPoolFire3D
├── splashPanel
├── verticalChannel
├── verticalChannelLTS
└── verticalChannelSteady
Also redirection scripts are provided for the replaced solvers which call
foamRun -solver <solver module name> or foamMultiRun in the case of
chtMultiRegionFoam for backward-compatibility.
Documentation for foamRun and foamMultiRun:
Application
foamRun
Description
Loads and executes an OpenFOAM solver module either specified by the
optional \c solver entry in the \c controlDict or as a command-line
argument.
Uses the flexible PIMPLE (PISO-SIMPLE) solution for time-resolved and
pseudo-transient and steady simulations.
Usage
\b foamRun [OPTION]
- \par -solver <name>
Solver name
- \par -libs '(\"lib1.so\" ... \"libN.so\")'
Specify the additional libraries loaded
Example usage:
- To run a \c rhoPimpleFoam case by specifying the solver on the
command line:
\verbatim
foamRun -solver fluid
\endverbatim
- To update and run a \c rhoPimpleFoam case add the following entries to
the controlDict:
\verbatim
application foamRun;
solver fluid;
\endverbatim
then execute \c foamRun
Application
foamMultiRun
Description
Loads and executes an OpenFOAM solver modules for each region of a
multiregion simulation e.g. for conjugate heat transfer.
The region solvers are specified in the \c regionSolvers dictionary entry in
\c controlDict, containing a list of pairs of region and solver names,
e.g. for a two region case with one fluid region named
liquid and one solid region named tubeWall:
\verbatim
regionSolvers
{
liquid fluid;
tubeWall solid;
}
\endverbatim
The \c regionSolvers entry is a dictionary to support name substitutions to
simplify the specification of a single solver type for a set of
regions, e.g.
\verbatim
fluidSolver fluid;
solidSolver solid;
regionSolvers
{
tube1 $fluidSolver;
tubeWall1 solid;
tube2 $fluidSolver;
tubeWall2 solid;
tube3 $fluidSolver;
tubeWall3 solid;
}
\endverbatim
Uses the flexible PIMPLE (PISO-SIMPLE) solution for time-resolved and
pseudo-transient and steady simulations.
Usage
\b foamMultiRun [OPTION]
- \par -libs '(\"lib1.so\" ... \"libN.so\")'
Specify the additional libraries loaded
Example usage:
- To update and run a \c chtMultiRegion case add the following entries to
the controlDict:
\verbatim
application foamMultiRun;
regionSolvers
{
fluid fluid;
solid solid;
}
\endverbatim
then execute \c foamMultiRun
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f 1741 1221 1513
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f 1513 1221 1401
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f 1513 1401 1537
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f 1537 1401 1417
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f 1537 1417 1733
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f 1733 1417 1181
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f 1733 1181 1457
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f 1457 1181 1337
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f 1457 1337 1569
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f 1569 1337 1141
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f 1693 1093 1385
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f 1545 1329 1125
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f 1545 1125 1577
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f 1577 1125 1377
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f 1601 1257 1321
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f 1609 1321 1409
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f 1609 1409 1561
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f 1793 1101 1653
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f 1769 1425 1701
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f 1701 1425 1297
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f 1701 1297 1661
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f 1661 1297 1305
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f 1661 1305 1481
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f 1481 1305 1353
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f 1481 1353 1629
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f 1629 1353 1109
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f 1593 1241 1433
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f 1593 1433 1585
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f 1585 1433 1165
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f 1761 1173 1709
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f 1709 1173 1133
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f 1709 1133 1637
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f 1637 1133 1393
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f 1441 1345 1717
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f 1717 1345 1281
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f 1717 1281 1753
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f 1753 1281 1273
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f 1753 1273 1489
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f 1489 1273 1189
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f 1505 1265 1149
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f 1497 1313 1289
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f 1742 1086 1618
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f 1618 1086 1214
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f 1626 1215 1787
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f 1787 1087 1619
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f 1619 1207 1743
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f 1743 1207 1223
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f 1743 1223 1515
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f 1515 1223 1403
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f 1515 1403 1539
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f 1539 1403 1419
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f 1539 1419 1735
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f 1735 1419 1183
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f 1735 1183 1459
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f 1459 1183 1339
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f 1459 1339 1571
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f 1571 1339 1143
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f 1571 1143 1727
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f 1727 1143 1199
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f 1727 1199 1779
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f 1779 1199 1095
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f 1779 1095 1695
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f 1695 1095 1387
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f 1695 1387 1647
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f 1647 1387 1331
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f 1647 1331 1547
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f 1547 1331 1127
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f 1547 1127 1579
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f 1579 1127 1379
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f 1579 1379 1671
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f 1603 1323 1611
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f 1611 1323 1411
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f 1611 1411 1563
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f 1563 1411 1363
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f 1563 1363 1795
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f 1795 1363 1103
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f 1795 1103 1655
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f 1655 1103 1371
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f 1655 1371 1771
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f 1771 1371 1427
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f 1771 1427 1703
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f 1703 1427 1299
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f 1703 1299 1663
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f 1663 1299 1307
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f 1663 1307 1483
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f 1483 1307 1355
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f 1483 1355 1631
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f 1631 1355 1111
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f 1631 1111 1679
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f 1679 1111 1243
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f 1679 1243 1595
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f 1595 1243 1435
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f 1595 1435 1587
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f 1587 1435 1167
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f 1587 1167 1467
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f 1467 1167 1251
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f 1467 1251 1555
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f 1555 1251 1159
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f 1555 1159 1451
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f 1451 1159 1231
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f 1451 1231 1763
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f 1763 1231 1175
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f 1763 1175 1711
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f 1711 1175 1135
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f 1711 1135 1639
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f 1639 1135 1395
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f 1639 1395 1443
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f 1443 1395 1347
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f 1443 1347 1719
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f 1719 1347 1283
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f 1719 1283 1755
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f 1755 1283 1275
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f 1755 1275 1491
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f 1491 1275 1191
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f 1491 1191 1475
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f 1475 1191 1267
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f 1475 1267 1507
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f 1507 1267 1151
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f 1507 1151 1687
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f 1687 1151 1315
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f 1687 1315 1499
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f 1499 1315 1291
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f 1499 1291 1531
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f 1531 1291 1119
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f 1531 1119 1523
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f 1523 1119 1082
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f 1523 1082 1750
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f 1750 1082 1120
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f 1750 1120 1524
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f 1524 1120 1292
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f 1524 1292 1532
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f 1532 1292 1316
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f 1532 1316 1500
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f 1500 1316 1152
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f 1500 1152 1688
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f 1688 1152 1268
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f 1688 1268 1508
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f 1508 1268 1192
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f 1508 1192 1476
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f 1476 1192 1276
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f 1476 1276 1492
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f 1492 1276 1284
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f 1492 1284 1756
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f 1756 1284 1348
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f 1756 1348 1720
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f 1720 1348 1396
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f 1720 1396 1444
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f 1444 1396 1136
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f 1444 1136 1640
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f 1640 1136 1176
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f 1640 1176 1712
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f 1712 1176 1232
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f 1712 1232 1764
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f 1764 1232 1160
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f 1764 1160 1452
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f 1452 1160 1252
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f 1452 1252 1556
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f 1556 1252 1168
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f 1556 1168 1468
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f 1468 1168 1436
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f 1468 1436 1588
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f 1588 1436 1244
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f 1588 1244 1596
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f 1596 1244 1112
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f 1596 1112 1680
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f 1680 1112 1356
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f 1680 1356 1632
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f 1632 1356 1308
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f 1632 1308 1484
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f 1484 1308 1300
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f 1484 1300 1664
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f 1664 1300 1428
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f 1664 1428 1704
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f 1704 1428 1372
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f 1704 1372 1772
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f 1772 1372 1104
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f 1772 1104 1656
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f 1656 1104 1364
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f 1656 1364 1796
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f 1796 1364 1412
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f 1796 1412 1564
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f 1564 1412 1324
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f 1564 1324 1612
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f 1612 1324 1260
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f 1612 1260 1604
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f 1604 1260 1380
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f 1604 1380 1672
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f 1672 1380 1128
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f 1672 1128 1580
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f 1580 1128 1332
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f 1580 1332 1548
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f 1548 1332 1388
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f 1548 1388 1648
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f 1648 1388 1096
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f 1648 1096 1696
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f 1696 1096 1200
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f 1696 1200 1780
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f 1780 1200 1144
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f 1780 1144 1728
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f 1728 1144 1340
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f 1728 1340 1572
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f 1572 1340 1184
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f 1572 1184 1460
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f 1460 1184 1420
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f 1460 1420 1736
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f 1736 1420 1404
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f 1736 1404 1540
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f 1540 1404 1224
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f 1540 1224 1516
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f 1516 1224 1208
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f 1516 1208 1744
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f 1744 1208 1088
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f 1744 1088 1620
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f 1620 1088 1216
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f 1620 1216 1788
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f 1788 1216 1239
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f 1788 1239 1627
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f 1627 1239 1217
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f 1627 1217 1789
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f 1789 1217 1089
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f 1789 1089 1621
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f 1621 1089 1209
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f 1621 1209 1745
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f 1745 1209 1225
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f 1745 1225 1517
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f 1517 1225 1405
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f 1517 1405 1541
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f 1541 1405 1421
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f 1541 1421 1737
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f 1737 1421 1185
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f 1737 1185 1461
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f 1461 1185 1341
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f 1461 1341 1573
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f 1573 1341 1145
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f 1573 1145 1729
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f 1729 1145 1201
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f 1729 1201 1781
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f 1781 1201 1097
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f 1781 1097 1697
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f 1697 1097 1389
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f 1697 1389 1649
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f 1649 1389 1333
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f 1649 1333 1549
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f 1549 1333 1129
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f 1549 1129 1581
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f 1581 1129 1381
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f 1581 1381 1673
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f 1673 1381 1261
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f 1673 1261 1605
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f 1605 1261 1325
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f 1605 1325 1613
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f 1613 1325 1413
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f 1613 1413 1565
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f 1565 1413 1365
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f 1565 1365 1797
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f 1797 1365 1105
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f 1797 1105 1657
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f 1657 1105 1373
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f 1657 1373 1773
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f 1773 1373 1429
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f 1773 1429 1705
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f 1705 1429 1301
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f 1705 1301 1665
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f 1665 1301 1309
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f 1665 1309 1485
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f 1485 1309 1357
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f 1485 1357 1633
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f 1633 1357 1113
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f 1633 1113 1681
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f 1681 1113 1245
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f 1681 1245 1597
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f 1597 1245 1437
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f 1597 1437 1589
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f 1589 1437 1169
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f 1589 1169 1469
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f 1469 1169 1253
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f 1469 1253 1557
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f 1557 1253 1161
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f 1557 1161 1453
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f 1453 1161 1233
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f 1453 1233 1765
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f 1765 1233 1177
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f 1765 1177 1713
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f 1713 1177 1137
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f 1713 1137 1641
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f 1641 1137 1397
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f 1641 1397 1445
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f 1445 1397 1349
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f 1445 1349 1721
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f 1721 1349 1285
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f 1721 1285 1757
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f 1757 1285 1277
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f 1757 1277 1493
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f 1493 1277 1193
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f 1493 1193 1477
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f 1477 1193 1269
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f 1477 1269 1509
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f 1509 1269 1153
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f 1509 1153 1689
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f 1689 1153 1317
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f 1689 1317 1501
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f 1501 1317 1293
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f 1501 1293 1533
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f 1533 1293 1121
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f 1533 1121 1525
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f 1525 1121 1083
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f 1525 1083 1751
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f 1751 1083 1122
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f 1751 1122 1526
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f 1526 1122 1294
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f 1526 1294 1534
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f 1534 1294 1318
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f 1534 1318 1502
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f 1502 1318 1154
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f 1502 1154 1690
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f 1690 1154 1270
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f 1690 1270 1510
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f 1510 1270 1194
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f 1510 1194 1478
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f 1478 1194 1278
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f 1478 1278 1494
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f 1494 1278 1286
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f 1494 1286 1758
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f 1758 1286 1350
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f 1758 1350 1722
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f 1722 1350 1398
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f 1722 1398 1446
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f 1446 1398 1138
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f 1446 1138 1642
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f 1642 1138 1178
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f 1642 1178 1714
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f 1714 1178 1234
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f 1714 1234 1766
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f 1766 1234 1162
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f 1766 1162 1454
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f 1454 1162 1254
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f 1454 1254 1558
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f 1558 1254 1170
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f 1558 1170 1470
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f 1470 1170 1438
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f 1470 1438 1590
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f 1590 1438 1246
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f 1590 1246 1598
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f 1598 1246 1114
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f 1598 1114 1682
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f 1682 1114 1358
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f 1682 1358 1634
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f 1634 1358 1310
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f 1634 1310 1486
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f 1486 1310 1302
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f 1486 1302 1666
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f 1666 1302 1430
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f 1666 1430 1706
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f 1706 1430 1374
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f 1706 1374 1774
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f 1774 1374 1106
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f 1774 1106 1658
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f 1658 1106 1366
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f 1658 1366 1798
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f 1798 1366 1414
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f 1798 1414 1566
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f 1566 1414 1326
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f 1566 1326 1614
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f 1614 1326 1262
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f 1614 1262 1606
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f 1606 1262 1382
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f 1606 1382 1674
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f 1674 1382 1130
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f 1674 1130 1582
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f 1582 1130 1334
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f 1582 1334 1550
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f 1550 1334 1390
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f 1550 1390 1650
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f 1650 1390 1098
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f 1650 1098 1698
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f 1698 1098 1202
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f 1698 1202 1782
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f 1782 1202 1146
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f 1782 1146 1730
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f 1730 1146 1342
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f 1730 1342 1574
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f 1574 1342 1186
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f 1574 1186 1462
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f 1462 1186 1422
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f 1462 1422 1738
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f 1738 1422 1406
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f 1738 1406 1542
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f 1542 1406 1226
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f 1542 1226 1518
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f 1518 1226 1210
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f 1518 1210 1746
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f 1746 1210 1090
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f 1746 1090 1622
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f 1622 1090 1218
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f 1622 1218 1790
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f 1790 1218 1240
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f 1790 1240 1628
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f 1628 1240 1219
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f 1628 1219 1791
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f 1791 1219 1091
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f 1791 1091 1623
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f 1623 1091 1211
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f 1623 1211 1747
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f 1747 1211 1227
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f 1747 1227 1519
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f 1519 1227 1407
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f 1519 1407 1543
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f 1543 1407 1423
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f 1543 1423 1739
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f 1945 1777 2041
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f 2041 1777 1693
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f 2041 1693 1913
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f 1961 1717 1809
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f 1809 1717 1753
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f 2049 1505 2017
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f 2017 1505 1685
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f 1921 1497 1889
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f 1889 1497 1529
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f 1889 1529 2005
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f 2005 1529 1521
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f 2005 1521 1873
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f 1985 1522 1874
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f 2006 1530 1498
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f 1922 1686 1506
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f 1922 1506 2018
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f 2018 1506 1474
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f 2018 1474 2050
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f 2122 1794 1818
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f 1850 1562 1610
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f 1930 1602 1670
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f 2042 1778 1726
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f 1946 1726 1570
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f 1998 1514 2146
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f 2146 1514 1742
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f 1970 1742 1618
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f 1970 1618 2138
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f 2138 1618 1786
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f 2138 1786 2074
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f 2014 1626 1787
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f 2014 1787 2075
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f 2139 1619 1743
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f 1971 1743 1515
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f 1971 1515 2147
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f 1931 1603 1611
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f 1931 1611 1827
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f 1955 1703 1663
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f 1955 1663 1835
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f 1939 1467 1555
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f 1939 1555 2131
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f 2131 1555 1451
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f 2131 1451 2035
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f 2067 1711 1899
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f 1899 1711 1639
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f 1899 1639 1867
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f 1867 1639 1443
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f 1867 1443 1963
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f 1963 1443 1719
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f 1963 1719 1811
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f 1811 1719 1755
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f 1811 1755 1991
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f 1991 1755 1491
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f 1991 1491 1979
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f 1979 1491 1475
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f 1979 1475 2051
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f 2051 1475 1507
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f 2051 1507 2019
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f 2019 1507 1687
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f 2019 1687 1923
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f 1923 1687 1499
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f 1923 1499 1891
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f 1891 1499 1531
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f 1891 1531 2007
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f 2007 1531 1523
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f 2007 1523 1875
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f 1875 1523 1750
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f 1875 1750 1986
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f 1986 1750 1524
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f 1986 1524 1876
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f 1876 1524 1532
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f 1876 1532 2008
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f 2008 1532 1500
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f 2008 1500 1892
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f 1892 1500 1688
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f 1892 1688 1924
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f 1924 1688 1508
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f 1924 1508 2020
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f 2020 1508 1476
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f 2020 1476 2052
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f 2052 1476 1492
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f 2052 1492 1980
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f 1980 1492 1756
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f 1980 1756 1992
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f 1992 1756 1720
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f 1992 1720 1812
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f 1812 1720 1444
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f 1812 1444 1964
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f 1964 1444 1640
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f 1964 1640 1868
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f 1868 1640 1712
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f 1868 1712 1900
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f 1900 1712 1764
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f 1900 1764 2068
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f 1940 1468 1588
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f 1940 1588 1884
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f 1884 1588 1596
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f 1860 1632 1484
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f 1860 1484 2116
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f 2116 1484 1664
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f 1836 1664 1704
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f 1836 1704 1956
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f 1956 1704 1772
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f 1956 1772 2108
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f 2108 1772 1656
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f 2108 1656 2124
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f 2124 1656 1796
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f 2124 1796 1820
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f 1820 1796 1564
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f 1932 1604 1672
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f 1932 1672 1908
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f 1908 1672 1580
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f 1908 1580 2028
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f 2028 1580 1548
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f 2028 1548 2092
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f 2092 1548 1648
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f 1916 1696 1780
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f 1916 1780 2044
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f 2044 1780 1728
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f 2044 1728 1948
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f 1948 1728 1572
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f 1948 1572 2156
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f 2156 1572 1460
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f 2156 1460 2084
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f 2084 1460 1736
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f 2084 1736 2100
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f 2100 1736 1540
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f 2100 1540 2000
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f 2000 1540 1516
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f 2000 1516 2148
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f 2148 1516 1744
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f 2148 1744 1972
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f 1972 1744 1620
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f 1972 1620 2140
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f 2140 1620 1788
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f 2140 1788 2076
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f 2076 1788 1627
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f 2076 1627 2015
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f 2015 1627 1789
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f 2015 1789 2077
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f 2077 1789 1621
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f 2077 1621 2141
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f 2141 1621 1745
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f 2141 1745 1973
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f 1973 1745 1517
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f 1973 1517 2149
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f 2149 1517 1541
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f 2149 1541 2001
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f 2001 1541 1737
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f 2001 1737 2101
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f 2101 1737 1461
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f 2101 1461 2085
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f 2085 1461 1573
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f 1949 1729 1781
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f 1949 1781 2045
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f 2045 1781 1697
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f 2045 1697 1917
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f 1917 1697 1649
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f 1917 1649 1845
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f 1845 1649 1549
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f 1845 1549 2093
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f 2093 1549 1581
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f 2093 1581 2029
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f 2029 1581 1673
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f 2029 1673 1909
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f 1909 1673 1605
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f 1909 1605 1933
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f 1933 1605 1613
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f 1933 1613 1829
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f 1829 1613 1565
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f 2053 1477 1509
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f 1903 1715 1643
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f 1903 1643 1871
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f 1871 1643 1447
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f 1927 1503 1895
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f 1895 1503 1535
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f 1895 1535 2011
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f 2011 1535 1527
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f 2011 1527 1879
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f 1879 1527 1752
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f 2012 1536 1504
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f 2012 1504 1896
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f 1928 1512 2024
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f 1888 1592 1600
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f 1888 1600 1808
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f 1808 1600 1684
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f 1808 1684 2064
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f 1864 1488 2120
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f 2120 1488 1668
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f 1840 1668 1708
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f 1840 1708 1960
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f 1960 1708 1776
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f 1960 1776 2112
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f 2112 1776 1660
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f 2112 1660 2128
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f 2128 1660 1800
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f 2128 1800 1824
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f 1824 1800 1568
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f 1824 1568 1856
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f 1856 1568 1616
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f 1856 1616 1832
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f 1832 1616 1608
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f 1832 1608 1936
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f 1936 1608 1676
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f 1912 1676 1584
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f 1912 1584 2032
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f 2032 1584 1552
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f 1848 1652 1700
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f 1848 1700 1920
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f 1920 1700 1784
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f 1920 1784 2048
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f 2048 1784 1732
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f 1952 1732 1576
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f 1952 1576 2160
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f 2160 1576 1464
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f 2160 1464 2088
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f 2088 1464 1740
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f 2004 1544 1520
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f 2004 1520 2152
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f 1976 1748 1624
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f 1976 1624 2144
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f 2144 1624 1792
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f 2144 1792 2080
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f 2080 1792 1625
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f 2080 1625 2013
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f 2337 2013 2073
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f 2417 2073 2137
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f 2417 2137 2221
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f 2221 1969 2181
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f 2181 2145 2257
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f 2257 2145 1997
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f 2393 2153 2505
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f 2505 1945 2289
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f 2289 2041 2401
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f 2401 1913 2249
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f 2249 1841 2169
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f 2229 2089 2025
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f 2229 2025 2409
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f 2409 1905 2357
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f 2357 1905 1929
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f 2357 1929 2189
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f 2189 1929 1825
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f 2189 1825 2373
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f 2373 1825 1849
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f 2373 1849 2305
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f 2273 2121 2297
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f 2321 1833 2113
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f 2341 1801 1881
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f 2341 1881 2433
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f 2433 1937 2457
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f 2457 1937 2129
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f 2457 2129 2177
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f 2465 1865 2313
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f 2313 1865 1961
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f 2313 1961 2161
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f 2161 1961 1809
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f 2161 1809 2281
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f 2281 1809 1989
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f 2281 1989 2365
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f 2365 1977 2237
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f 2237 1977 2049
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f 2237 2049 2489
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f 2489 2049 2017
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f 2489 2017 2265
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f 2265 2017 1921
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f 2265 1921 2205
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f 2205 1921 1889
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f 2205 1889 2481
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f 2481 1889 2005
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f 2481 2005 2497
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f 2497 2005 1873
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f 2497 1873 2349
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f 2349 1873 1985
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f 2349 1985 2245
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f 2245 1985 1874
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f 2245 1874 2350
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f 2350 1874 2006
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f 2350 2006 2498
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f 2498 2006 1890
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f 2498 1890 2482
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f 2482 1890 1922
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f 2482 1922 2206
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f 2206 1922 2018
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f 2206 2018 2266
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f 2266 2018 2050
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f 2266 2050 2490
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f 2490 2050 1978
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f 2490 1978 2238
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f 2238 1978 1990
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f 2238 1990 2366
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f 2366 1990 1810
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f 2366 1810 2282
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f 2282 1810 1962
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f 2282 1962 2162
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f 2162 1962 1866
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f 2162 1866 2314
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f 2314 1866 1898
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f 2314 1898 2466
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f 2466 1898 2066
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f 2466 2066 2514
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f 2514 2066 2034
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f 2514 2034 2474
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f 2474 2034 2130
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f 2474 2130 2381
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f 2381 2130 1938
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f 2381 1938 2458
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f 2458 1938 1882
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f 2458 1882 2434
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f 2434 1882 1802
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f 2434 1802 2342
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f 2342 1802 2058
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f 2342 2058 2330
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f 2330 2058 1858
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f 2330 1858 2214
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f 2214 1858 2114
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f 2214 2114 2442
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f 2442 2114 1834
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f 2442 1834 2322
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f 2322 1834 1954
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f 2322 1954 2426
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f 2426 1954 2106
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f 2426 2106 2198
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f 2198 2106 2122
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f 2198 2122 2298
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f 2298 2122 1818
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f 2298 1818 2274
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f 2274 1818 1850
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f 2274 1850 2306
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f 2306 1850 1826
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f 2306 1826 2374
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f 2374 1930 2190
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f 2190 1930 1906
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f 2190 1906 2358
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f 2358 1906 2026
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f 2358 2026 2410
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f 2410 2026 2090
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f 2410 2090 2230
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f 2230 2090 1842
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f 2230 1842 2170
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f 2170 1842 1914
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f 2170 1914 2250
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f 2250 1914 2042
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f 2250 2042 2402
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f 2402 2042 1946
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f 2402 1946 2290
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f 2290 1946 2154
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f 2290 2154 2506
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f 2506 2154 2082
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f 2506 2082 2394
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f 2394 2082 2098
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f 2394 2098 2450
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f 2450 2098 1998
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f 2450 1998 2386
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f 2386 1998 2146
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f 2386 2146 2258
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f 2258 2146 1970
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f 2258 1970 2182
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f 2182 1970 2138
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f 2182 2138 2222
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f 2222 2138 2074
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f 2222 2074 2418
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f 2418 2074 2014
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f 2418 2014 2338
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f 2338 2014 2075
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f 2338 2075 2419
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f 2419 2075 2139
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f 2419 2139 2223
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f 2223 2139 1971
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f 2223 1971 2183
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f 2183 1971 2147
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f 2183 2147 2259
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f 2259 2147 1999
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f 2259 1999 2387
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f 2387 1999 2099
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f 2387 2099 2451
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f 2451 2099 2083
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f 2451 2083 2395
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f 2395 2083 2155
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f 2395 2155 2507
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f 2507 2155 1947
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f 2507 1947 2291
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f 2291 1947 2043
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f 2291 2043 2403
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f 2403 2043 1915
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f 2403 1915 2251
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f 2251 1915 1843
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f 2251 1843 2171
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f 2171 1843 2091
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f 2171 2091 2231
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f 2231 2091 2027
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f 2231 2027 2411
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f 2411 2027 1907
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f 2411 1907 2359
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f 2359 1907 1931
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f 2359 1931 2191
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f 2191 1931 1827
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f 2191 1827 2375
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f 2375 1827 1851
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f 2375 1851 2307
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f 2275 2123 2299
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f 2299 2123 2107
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f 2299 2107 2199
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f 2199 2107 1955
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f 2199 1955 2427
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f 2427 1955 1835
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f 2427 1835 2323
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f 2323 1835 2115
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f 2443 2115 1859
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f 2331 2059 1803
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f 2343 1803 1883
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f 2343 1883 2435
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f 2435 1883 1939
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f 2435 1939 2459
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f 2459 1939 2131
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f 2459 2131 2178
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f 2178 2131 2035
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f 2178 2035 2475
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f 2475 2035 2067
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f 2475 2067 2515
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f 2248 1880 2356
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f 2356 2012 2504
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f 2504 2012 1896
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f 2504 1896 2488
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f 2488 1928 2212
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f 2244 1996 2372
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f 2372 1996 1816
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f 2220 1864 2120
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f 2220 2120 2448
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f 2584 2212 2272
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f 2584 2272 2840
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f 2840 2272 2496
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f 2840 2496 2528
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f 2528 2496 2244
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f 2528 2244 2596
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f 2596 2244 2372
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f 2596 2372 2536
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f 2536 2372 2288
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f 2536 2288 2604
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f 2604 2288 2168
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f 2604 2168 2752
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f 2752 2168 2320
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f 2752 2320 2644
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f 2644 2320 2472
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f 2644 2472 2672
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f 2672 2472 2520
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f 2672 2520 2664
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f 2664 2520 2480
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f 2664 2480 2696
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f 2696 2480 2384
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f 2696 2384 2736
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f 2736 2384 2464
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f 2736 2464 2848
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f 2848 2464 2440
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f 2848 2440 2824
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f 2824 2440 2348
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f 2824 2348 2680
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f 2680 2348 2336
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f 2680 2336 2760
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f 2760 2336 2220
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f 2760 2220 2808
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f 2808 2220 2448
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f 2808 2448 2728
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f 2728 2448 2328
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f 2728 2328 2628
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f 2628 2328 2432
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f 2628 2432 2568
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f 2568 2432 2204
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f 2568 2204 2872
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f 2872 2204 2304
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f 2872 2304 2612
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f 2612 2304 2280
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f 2612 2280 2768
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f 2768 2280 2312
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f 2768 2312 2620
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f 2620 2312 2380
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f 2620 2380 2832
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f 2832 2380 2196
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f 2832 2196 2576
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f 2576 2196 2364
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f 2576 2364 2776
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f 2776 2364 2416
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f 2776 2416 2712
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f 2712 2416 2236
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f 2712 2236 2856
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f 2856 2236 2176
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f 2856 2176 2880
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f 2880 2176 2256
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f 2880 2256 2636
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f 2636 2256 2408
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f 2636 2408 2744
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f 2744 2408 2296
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f 2744 2296 2652
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f 2652 2296 2512
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f 2652 2512 2864
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f 2864 2512 2400
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f 2864 2400 2704
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f 2704 2400 2456
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f 2704 2456 2816
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f 2816 2456 2392
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f 2816 2392 2792
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f 2792 2392 2264
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f 2792 2264 2800
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f 2800 2264 2188
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f 2800 2188 2544
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f 2544 2188 2228
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f 2544 2228 2688
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f 2688 2228 2424
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f 2688 2424 2784
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f 2784 2424 2337
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f 2784 2337 2653
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