更新SourceData

This commit is contained in:
那使你充满决心
2026-08-30 19:42:51 +08:00
parent 460f9c96a9
commit 7b34372d51
1317 changed files with 725069 additions and 0 deletions
@@ -0,0 +1,3 @@
Mover
Stator
@@ -0,0 +1,18 @@
ExtCircuit_begin
equiLL
3
0.026101476383596517589
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0.027390655013409058449
Flux_internal
3
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1.7675930295991861951E-05
ExtCircuit_end
@@ -0,0 +1,22 @@
HcEq
1 10
4.416
1.05857e+06
4.4164
1.05857e+06
4.4168
1.05857e+06
4.4172
1.05857e+06
4.4176
1.05857e+06
4.418
1.05857e+06
4.4184
1.05857e+06
4.4188
1.05857e+06
4.4192
1.05857e+06
4.4196
1.05857e+06
@@ -0,0 +1,22 @@
WindingA
7 10
4.416
0 0 -25.2015 -1.14199 -333.149 1840.41 0
4.4164
0 0 -26.6121 -1.25839 -290.996 2052.21 0
4.4168
0 0 -27.6031 -1.36024 -254.613 2207.89 0
4.4172
0 0 -28.1587 -1.44585 -214.026 2297.68 0
4.4176
0 0 -28.2703 -1.51406 -170.517 2315.92 0
4.418
0 0 -27.936 -1.56603 -129.926 2261.48 0
4.4184
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4.4188
0 0 -25.958 -1.56573 51.5222 1952.56 0
4.4192
0 0 -24.3455 -1.51644 123.224 1717.51 0
4.4196
0 0 -22.349 -1.44114 188.271 1447.36 0
@@ -0,0 +1,22 @@
WindingB
7 10
4.416
0 0 23.7212 1.5117 -144.745 1630.55 0
4.4164
0 0 21.6034 1.42932 -205.942 1352.41 0
4.4168
0 0 19.1449 1.33119 -245.323 1062.11 0
4.4172
0 0 16.3845 1.21607 -287.806 777.913 0
4.4176
0 0 13.3658 1.0855 -326.418 517.665 0
4.418
0 0 10.1362 0.934858 -376.607 297.722 0
4.4184
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4.4188
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4.4192
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4.4196
0 0 -3.83862 0.186538 -444.048 42.6984 0
@@ -0,0 +1,22 @@
WindingC
7 10
4.416
0 0 1.48028 -0.282408 408.286 6.34969 0
4.4164
0 0 5.00871 -0.120224 405.46 72.6967 0
4.4168
0 0 8.45815 0.0405449 401.921 207.307 0
4.4172
0 0 11.7742 0.201658 402.782 401.721 0
4.4176
0 0 14.9046 0.362669 402.528 643.725 0
4.418
0 0 17.7999 0.532397 424.32 918.112 0
4.4184
0 0 20.4145 0.722004 474.018 1207.64 0
4.4188
0 0 22.7071 0.910061 470.143 1494.12 0
4.4192
0 0 24.6416 1.0632 382.853 1759.55 0
4.4196
0 0 26.1876 1.19461 328.529 1987.25 0
@@ -0,0 +1,45 @@
Circuit_begin
Y_circuit
1657
1654
0
0
0
matrixExternal
CircuitMatrix_begin
Current_source_last 1
Current_source 1
Y2
3
0
0
0
Y3
0
B_Y2
3
0
0
0
I_loop
3
0
0
0
I_branch
3
-22.348958697575650234
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26.18757476081206903
Flux
3
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0.1865379011208587734
1.1946135099219576947
Flux_loop
3
0
0
0
CircuitMatrix_end
Circuit_end
@@ -0,0 +1,6 @@
Time_step 11049
Time_step_0 0
current_time 4.4196
stepsize 0.0004
timestep 11049
timestep_startpoint 0
@@ -0,0 +1,10 @@
ACCEL0 0.000000000000000
EM_Fx0 1535.349014613757163
EM_Fy0 4220.762054998001986
EM_Fz0 0.000000000000000
EM_Torque0 0.000000000000000
Load_F0 0.000000000000000
Load_T0 0.000000000000000
POSITION0 0.071166257856521
SPEED0 3.600000000000389
TIME 4.419599999999579
File diff suppressed because it is too large Load Diff
@@ -0,0 +1,22 @@
coreloss
4 10
4.416
9.6048 7.26379 2.34101 0
4.4164
9.40285 7.14799 2.25486 0
4.4168
9.37386 7.17645 2.19741 0
4.4172
9.79921 7.43351 2.3657 0
4.4176
10.2798 7.7069 2.57287 0
4.418
11.4257 8.37933 3.04633 0
4.4184
14.6462 10.1555 4.49069 0
4.4188
15.717 10.7232 4.99383 0
4.4192
12.5307 9.0037 3.52698 0
4.4196
11.698 8.52413 3.17386 0
@@ -0,0 +1,2 @@
dFdA
2 0
File diff suppressed because it is too large Load Diff
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573
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equEMF
3 10
4.416
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4.4192
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4.4196
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@@ -0,0 +1,22 @@
equFlux
3 10
4.416
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4.4164
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-1.50077e-05 -3.9594e-06 1.76759e-05
@@ -0,0 +1,22 @@
equInduc
9 10
4.416
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exterCurrent
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exterEMF
3 10
4.416
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188.271 -444.048 328.529
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exterFlux
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B_TIME
time 4.41999999999958
step 0.000400000000000001
position 0.0726062578565206
speed 3.60000000000039
eddy 0
E_TIME
B_YSrc 0
E_YSrc
B_CRNT 3
0
0
0
E_CRNT
B_WNDEMF 3
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WindingB -444.047788726415
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E_WNDEMF
B_INTEMF 3
WindingA -23.9057076619053
WindingB -56.4869163037294
WindingC 133.819247853036
E_INTEMF
B_LMat 3 3
WindingA 0.0261014763835965 -0.0129754777131125 -0.00854212294372572
WindingB -0.0129754777131125 0.0299699828371734 -0.0148469063205182
WindingC -0.00854212294372572 -0.0148469063205182 0.0273906550134091
E_LMat
B_RES 3
WindingA 0
WindingB 0
WindingC 0
E_RES
B_FIELD
forceX 1535.34901461376
forceY 4220.762054998
strandLoss 3477.31034482759
solidLoss 0
coreLoss 11.6979875009099
windingI WindingA -22.3489586975757
windingI WindingB -3.83861606323641
windingI WindingC 26.1875747608121
windingFlx WindingA -1.44113536259634
windingFlx WindingB 0.186537901120859
windingFlx WindingC 1.19461350992196
E_FIELD
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B_TIME␍
step 0.000400000000000001␍
speed 3.60000000000039␍
position 0.04931214020946176␍
sweepRest 0␍
E_TIME␍
B_WNDCRNT 3␍
WindingA 7.161306330840498␍
WindingB -6.668819081768956␍
WindingC -0.4924872490715423␍
E_WNDCRNT␍
B_ZMat 0 0␍
E_ZMat␍
B_UlVec 0␍
E_UlVec␍
B_SigmaFdFqF0 25␍
-2.2789543225e+01 -1.2068292843e+00 6.4890274285e-04 -3.5393763592e-02␍
E_SigmaFdFqF0␍
B_SigmaL0 11050␍
4.0886744160e+01␍
E_SigmaL0␍
B_IniFluxlink 0␍
E_IniFluxlink␍
B_REVI 6 4.419999999999945 0.000400000000000001 0.03660625785652059␍
6.5253690959e+01 0.0000000000e+00 1.8827146830e+02 7.1613063308e+00 LWindingA␍
7.4924957093e+01 0.0000000000e+00 -4.4404778873e+02 -6.6688190818e+00 LWindingB␍
6.8476637534e+01 0.0000000000e+00 3.2852850116e+02 -4.9248724907e-01 LWindingC␍
1.0000000000e+00 0.0000000000e+00 0.0000000000e+00 0.0000000000e+00 R1␍
1.0000000000e+00 0.0000000000e+00 0.0000000000e+00 0.0000000000e+00 R2␍
1.0000000000e+00 0.0000000000e+00 0.0000000000e+00 0.0000000000e+00 R3␍
E_REVI␍
B_MUTUAL 0␍
E_MUTUAL␍
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B_DATA
o 6 1058567.045442 1.042936
o 1572 1058567.162652 1.042936
o 1584 1058567.162652 1.042936
o 1595 1058567.162652 1.042936
o 1606 1058567.162652 1.042936
o 1662 1058567.162652 1.042936
o 1673 1058567.162652 1.042936
o 1684 1058567.162652 1.042936
E_DATA
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p[4: 255, 3.20747980522538e-01, 3.61824639947411e-03, 0.00000000000000e+00]
$end 'points'
$begin 'elements'
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$end 'elements'
$begin 'facets'
f(name='facet_3', type=2, f=47, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_6', type=2, f=48, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_9', type=2, f=49, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_10', type=2, f=50, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_11', type=2, f=51, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_12', type=2, f=52, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_13', type=2, f=53, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_14', type=2, f=54, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_15', type=2, f=55, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_17', type=2, f=56, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
$end 'facets'
$begin 'wires'
$end 'wires'
$end 'mesh'
$begin '$index$'
$begin '$index$'
mesh(pos=370, lin=11, lvl=0)
$base_index$(pos=0, lin=1, lvl=0)
$index$(pos=35632, lin=715, lvl=0)
$end '$index$'
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FacToObj 47 1876
FacToObj 48 1466
FacToObj 49 16
FacToObj 50 1573
FacToObj 51 1585
FacToObj 52 1663
FacToObj 53 1596
FacToObj 54 1674
FacToObj 55 1607
FacToObj 56 1685
@@ -0,0 +1,425 @@
424 real vector 0 0 1 # is the number of trgs in this file. Format : TrgID NUM_DOF DOF1 DOF2 ...
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t[6: 570, 404, 375, 427, 61, 0]
t[6: 571, 405, 376, 417, 61, 0]
t[6: 572, 417, 376, 412, 61, 16]
t[6: 573, 413, 377, 420, 61, 16]
t[6: 574, 420, 377, 406, 61, 0]
t[6: 575, 398, 373, 430, 61, 0]
t[6: 576, 430, 373, 410, 61, 16]
t[6: 577, 414, 378, 440, 61, 16]
t[6: 578, 440, 378, 408, 61, 0]
t[6: 579, 466, 397, 415, 61, 17]
t[6: 580, 407, 392, 467, 61, 20]
t[6: 581, 443, 468, 407, 61, 1]
t[6: 582, 437, 401, 469, 61, 16]
t[6: 583, 424, 400, 470, 61, 16]
t[6: 584, 402, 423, 471, 61, 4]
t[6: 585, 399, 436, 472, 61, 4]
t[6: 586, 472, 473, 386, 61, 1]
t[6: 587, 473, 403, 386, 61, 1]
t[6: 588, 399, 472, 386, 61, 0]
t[6: 589, 474, 470, 380, 61, 1]
t[6: 590, 470, 400, 380, 61, 0]
t[6: 591, 404, 474, 380, 61, 1]
t[6: 592, 475, 469, 383, 61, 1]
t[6: 593, 469, 401, 383, 61, 0]
t[6: 594, 405, 475, 383, 61, 1]
t[6: 595, 402, 471, 389, 61, 0]
t[6: 596, 471, 476, 389, 61, 1]
t[6: 597, 476, 406, 389, 61, 1]
t[6: 598, 398, 477, 362, 61, 1]
t[6: 599, 477, 463, 362, 61, 1]
t[6: 600, 463, 415, 362, 61, 0]
t[6: 601, 468, 478, 393, 61, 1]
t[6: 602, 468, 393, 407, 61, 0]
t[6: 603, 478, 408, 393, 61, 1]
t[6: 604, 356, 360, 368, 61, 1]
t[6: 605, 479, 410, 368, 61, 1]
t[6: 606, 480, 412, 371, 61, 1]
t[6: 607, 413, 481, 371, 61, 1]
t[6: 608, 482, 411, 365, 61, 1]
t[6: 609, 414, 483, 365, 61, 1]
t[6: 610, 484, 358, 448, 61, 0]
t[6: 611, 485, 451, 450, 61, 0]
t[6: 612, 486, 454, 453, 61, 0]
t[6: 613, 459, 487, 460, 61, 5]
t[6: 614, 442, 488, 458, 61, 5]
t[6: 615, 360, 484, 368, 61, 0]
t[6: 616, 482, 365, 485, 61, 0]
t[6: 617, 480, 371, 486, 61, 0]
t[6: 618, 481, 486, 371, 61, 0]
t[6: 619, 483, 485, 365, 61, 0]
t[6: 620, 479, 368, 484, 61, 0]
t[6: 621, 482, 485, 450, 61, 16]
t[6: 622, 480, 486, 453, 61, 16]
t[6: 623, 479, 484, 448, 61, 16]
t[6: 624, 461, 460, 462, 61, 4]
t[6: 625, 360, 358, 484, 61, 1]
t[6: 626, 481, 454, 486, 61, 1]
t[6: 627, 483, 451, 485, 61, 1]
t[6: 628, 319, 425, 446, 58, 4]
t[6: 629, 312, 319, 446, 58, 1]
t[6: 630, 312, 446, 489, 58, 4]
t[6: 631, 330, 312, 489, 58, 1]
t[6: 632, 426, 310, 428, 58, 16]
t[6: 633, 426, 305, 310, 58, 4]
t[6: 634, 265, 266, 458, 58, 1]
t[6: 635, 326, 447, 490, 58, 4]
t[6: 636, 426, 491, 305, 58, 1]
t[6: 637, 324, 305, 491, 58, 1]
t[6: 638, 325, 326, 490, 58, 1]
t[6: 639, 324, 491, 457, 58, 4]
t[6: 640, 323, 324, 457, 58, 1]
t[6: 641, 275, 449, 492, 58, 4]
t[6: 642, 316, 275, 492, 58, 1]
t[6: 643, 416, 331, 418, 58, 16]
t[6: 644, 439, 316, 492, 58, 16]
t[6: 645, 439, 329, 316, 58, 4]
t[6: 646, 416, 279, 331, 58, 4]
t[6: 647, 311, 441, 493, 58, 4]
t[6: 648, 266, 311, 493, 58, 1]
t[6: 649, 266, 493, 458, 58, 4]
t[6: 650, 276, 494, 456, 58, 4]
t[6: 651, 265, 458, 488, 58, 4]
t[6: 652, 277, 265, 488, 58, 1]
t[6: 653, 320, 276, 456, 58, 1]
t[6: 654, 320, 456, 452, 58, 4]
t[6: 655, 314, 320, 452, 58, 1]
t[6: 656, 419, 328, 495, 58, 16]
t[6: 657, 419, 306, 328, 58, 4]
t[6: 658, 318, 496, 444, 58, 4]
t[6: 659, 419, 421, 306, 58, 1]
t[6: 660, 497, 327, 273, 58, 4]
t[6: 661, 307, 306, 421, 58, 1]
t[6: 662, 273, 321, 422, 58, 1]
t[6: 663, 317, 318, 444, 58, 1]
t[6: 664, 322, 498, 445, 58, 4]
t[6: 665, 321, 322, 445, 58, 1]
t[6: 666, 321, 445, 422, 58, 4]
t[6: 667, 499, 313, 435, 58, 16]
t[6: 668, 497, 273, 422, 58, 16]
t[6: 669, 499, 278, 313, 58, 4]
t[6: 670, 262, 260, 431, 58, 1]
t[6: 671, 304, 332, 359, 58, 1]
t[6: 672, 429, 262, 431, 58, 16]
t[6: 673, 429, 263, 262, 58, 4]
t[6: 674, 334, 500, 455, 58, 4]
t[6: 675, 304, 359, 357, 58, 4]
t[6: 676, 432, 333, 308, 58, 4]
t[6: 677, 308, 304, 357, 58, 1]
t[6: 678, 432, 434, 333, 58, 1]
t[6: 679, 432, 308, 357, 58, 16]
t[6: 680, 274, 333, 434, 58, 1]
t[6: 681, 260, 501, 431, 58, 4]
t[6: 682, 332, 334, 455, 58, 1]
t[6: 683, 332, 455, 359, 58, 4]
t[6: 684, 459, 261, 487, 58, 16]
t[6: 685, 459, 264, 261, 58, 4]
t[6: 686, 487, 267, 502, 58, 16]
t[6: 687, 260, 264, 501, 58, 1]
t[6: 688, 459, 501, 264, 58, 1]
t[6: 689, 334, 263, 500, 58, 1]
t[6: 690, 429, 500, 263, 58, 1]
t[6: 691, 318, 274, 496, 58, 1]
t[6: 692, 313, 317, 435, 58, 1]
t[6: 693, 335, 278, 438, 58, 1]
t[6: 694, 335, 438, 447, 58, 4]
t[6: 695, 416, 494, 279, 58, 1]
t[6: 696, 325, 490, 418, 58, 4]
t[6: 697, 276, 279, 494, 58, 1]
t[6: 698, 274, 434, 496, 58, 4]
t[6: 699, 499, 438, 278, 58, 1]
t[6: 700, 326, 335, 447, 58, 1]
t[6: 701, 331, 325, 418, 58, 1]
t[6: 702, 317, 444, 435, 58, 4]
t[6: 703, 310, 330, 428, 58, 1]
t[6: 704, 497, 425, 327, 58, 1]
t[6: 705, 307, 421, 498, 58, 4]
t[6: 706, 328, 314, 495, 58, 1]
t[6: 707, 488, 503, 268, 58, 1]
t[6: 708, 322, 307, 498, 58, 1]
t[6: 709, 319, 327, 425, 58, 1]
t[6: 710, 275, 323, 449, 58, 1]
t[6: 711, 314, 452, 495, 58, 4]
t[6: 712, 439, 441, 329, 58, 1]
t[6: 713, 330, 489, 428, 58, 4]
t[6: 714, 323, 457, 449, 58, 4]
t[6: 715, 311, 329, 441, 58, 1]
t[6: 716, 277, 488, 268, 58, 16]
t[6: 717, 487, 261, 267, 58, 4]
t[6: 718, 309, 502, 267, 58, 17]
t[6: 719, 315, 268, 503, 58, 17]
t[6: 720, 361, 363, 504, 58, 1]
t[6: 721, 505, 369, 506, 58, 16]
t[6: 722, 506, 369, 361, 58, 4]
t[6: 723, 507, 394, 508, 58, 16]
t[6: 724, 508, 394, 364, 58, 4]
t[6: 725, 508, 364, 509, 58, 16]
t[6: 726, 509, 364, 366, 58, 4]
t[6: 727, 505, 367, 369, 58, 4]
t[6: 728, 510, 367, 505, 58, 16]
t[6: 729, 509, 366, 511, 58, 16]
t[6: 730, 511, 366, 379, 58, 4]
t[6: 731, 512, 387, 510, 58, 16]
t[6: 732, 510, 387, 367, 58, 4]
t[6: 733, 513, 372, 514, 58, 16]
t[6: 734, 514, 372, 382, 58, 4]
t[6: 735, 511, 379, 515, 58, 16]
t[6: 736, 515, 379, 381, 58, 4]
t[6: 737, 516, 370, 513, 58, 16]
t[6: 738, 513, 370, 372, 58, 4]
t[6: 739, 517, 385, 512, 58, 16]
t[6: 740, 512, 385, 387, 58, 4]
t[6: 741, 514, 382, 518, 58, 16]
t[6: 742, 518, 382, 384, 58, 4]
t[6: 743, 519, 390, 516, 58, 16]
t[6: 744, 516, 390, 370, 58, 4]
t[6: 745, 519, 388, 390, 58, 4]
t[6: 746, 520, 388, 519, 58, 16]
t[6: 747, 520, 381, 388, 58, 4]
t[6: 748, 515, 381, 520, 58, 16]
t[6: 749, 517, 384, 385, 58, 4]
t[6: 750, 518, 384, 517, 58, 16]
t[6: 751, 506, 361, 504, 58, 16]
t[6: 752, 507, 521, 391, 58, 1]
t[6: 753, 507, 391, 394, 58, 4]
t[6: 754, 522, 504, 363, 58, 17]
t[6: 755, 523, 409, 521, 58, 17]
t[6: 756, 391, 521, 409, 58, 16]
t[6: 757, 461, 524, 501, 72, 4]
t[6: 758, 459, 461, 501, 72, 17]
t[6: 759, 461, 463, 477, 72, 5]
t[6: 760, 461, 477, 524, 72, 4]
t[6: 761, 398, 431, 524, 73, 1]
t[6: 762, 501, 524, 431, 73, 17]
t[6: 763, 398, 524, 477, 73, 20]
t[6: 764, 500, 410, 448, 74, 1]
t[6: 765, 455, 500, 448, 74, 17]
t[6: 766, 479, 448, 410, 74, 17]
t[6: 767, 434, 403, 525, 75, 1]
t[6: 768, 473, 525, 403, 75, 17]
t[6: 769, 496, 434, 525, 75, 17]
t[6: 770, 432, 356, 433, 76, 20]
t[6: 771, 432, 357, 356, 76, 5]
t[6: 772, 436, 444, 525, 77, 1]
t[6: 773, 436, 525, 473, 77, 4]
t[6: 774, 496, 525, 444, 77, 17]
t[6: 775, 436, 473, 472, 77, 20]
t[6: 776, 437, 526, 447, 78, 16]
t[6: 777, 437, 475, 526, 78, 4]
t[6: 778, 490, 447, 526, 78, 17]
t[6: 779, 437, 469, 475, 78, 5]
t[6: 780, 499, 399, 464, 79, 20]
t[6: 781, 499, 435, 399, 79, 5]
t[6: 782, 405, 418, 526, 80, 1]
t[6: 783, 405, 526, 475, 80, 20]
t[6: 784, 490, 526, 418, 80, 17]
t[6: 785, 421, 406, 527, 81, 1]
t[6: 786, 476, 527, 406, 81, 17]
t[6: 787, 498, 421, 527, 81, 17]
t[6: 788, 494, 412, 453, 82, 1]
t[6: 789, 456, 494, 453, 82, 17]
t[6: 790, 480, 453, 412, 82, 17]
t[6: 791, 423, 445, 527, 83, 1]
t[6: 792, 423, 527, 476, 83, 4]
t[6: 793, 498, 527, 445, 83, 17]
t[6: 794, 423, 476, 471, 83, 20]
t[6: 795, 419, 413, 420, 84, 20]
t[6: 796, 419, 495, 413, 84, 5]
t[6: 797, 424, 528, 446, 85, 16]
t[6: 798, 424, 474, 528, 85, 4]
t[6: 799, 489, 446, 528, 85, 17]
t[6: 800, 424, 470, 474, 85, 5]
t[6: 801, 404, 428, 528, 86, 1]
t[6: 802, 404, 528, 474, 86, 20]
t[6: 803, 489, 528, 428, 86, 17]
t[6: 804, 497, 402, 465, 87, 20]
t[6: 805, 497, 422, 402, 87, 5]
t[6: 806, 441, 408, 529, 88, 1]
t[6: 807, 478, 529, 408, 88, 17]
t[6: 808, 493, 441, 529, 88, 17]
t[6: 809, 443, 458, 529, 89, 1]
t[6: 810, 443, 529, 478, 89, 4]
t[6: 811, 493, 529, 458, 89, 17]
t[6: 812, 443, 478, 468, 89, 20]
t[6: 813, 491, 411, 450, 90, 1]
t[6: 814, 457, 491, 450, 90, 17]
t[6: 815, 482, 450, 411, 90, 17]
t[6: 816, 439, 414, 440, 91, 20]
t[6: 817, 439, 492, 414, 91, 5]
t[6: 818, 530, 442, 407, 92, 4]
t[6: 819, 530, 407, 467, 92, 20]
t[6: 820, 442, 531, 503, 92, 4]
t[6: 821, 442, 503, 488, 92, 20]
t[6: 822, 530, 531, 442, 92, 1]
t[6: 823, 532, 415, 462, 93, 4]
t[6: 824, 532, 466, 415, 93, 5]
t[6: 825, 487, 502, 533, 93, 1]
t[6: 826, 462, 533, 532, 93, 0]
t[6: 827, 534, 533, 502, 93, 16]
t[6: 828, 487, 533, 460, 93, 16]
t[6: 829, 534, 532, 533, 93, 1]
t[6: 830, 462, 460, 533, 93, 1]
t[6: 831, 426, 411, 491, 94, 20]
t[6: 832, 426, 427, 411, 94, 5]
t[6: 833, 497, 400, 425, 95, 20]
t[6: 834, 497, 465, 400, 95, 5]
t[6: 835, 413, 495, 454, 96, 1]
t[6: 836, 452, 454, 495, 96, 17]
t[6: 837, 413, 454, 481, 96, 20]
t[6: 838, 499, 401, 438, 97, 20]
t[6: 839, 499, 464, 401, 97, 5]
t[6: 840, 429, 410, 500, 98, 20]
t[6: 841, 429, 430, 410, 98, 5]
t[6: 842, 416, 412, 494, 99, 20]
t[6: 843, 416, 417, 412, 99, 5]
t[6: 844, 414, 492, 451, 100, 1]
t[6: 845, 449, 451, 492, 100, 17]
t[6: 846, 414, 451, 483, 100, 20]
$end 'elements'
$begin 'facets'
f(name='facet_4', type=2, f=58, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_5', type=2, f=59, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_7', type=2, f=61, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_18', type=2, f=72, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_19', type=2, f=73, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_20', type=2, f=74, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_21', type=2, f=75, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_22', type=2, f=76, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_23', type=2, f=77, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_24', type=2, f=78, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_25', type=2, f=79, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_26', type=2, f=80, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_27', type=2, f=81, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_28', type=2, f=82, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_29', type=2, f=83, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_30', type=2, f=84, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_31', type=2, f=85, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_32', type=2, f=86, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_33', type=2, f=87, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_34', type=2, f=88, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_35', type=2, f=89, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_36', type=2, f=90, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_37', type=2, f=91, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_38', type=2, f=92, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_39', type=2, f=93, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_40', type=2, f=94, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_41', type=2, f=95, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_42', type=2, f=96, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_43', type=2, f=97, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_44', type=2, f=98, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_45', type=2, f=99, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
f(name='facet_46', type=2, f=100, object2did=-1, inside_solid_id=-1, outside_solid_id=-1, planar_flag=2)
$end 'facets'
$begin 'wires'
$end 'wires'
$end 'mesh'
$begin '$index$'
$begin '$index$'
mesh(pos=370, lin=11, lvl=0)
$base_index$(pos=0, lin=1, lvl=0)
$index$(pos=40479, lin=759, lvl=0)
$end '$index$'
$end '$index$'
@@ -0,0 +1,32 @@
FacToObj 58 1888
FacToObj 59 489
FacToObj 61 396
FacToObj 72 423
FacToObj 73 434
FacToObj 74 467
FacToObj 75 522
FacToObj 76 500
FacToObj 77 533
FacToObj 78 588
FacToObj 79 555
FacToObj 80 599
FacToObj 81 687
FacToObj 82 632
FacToObj 83 698
FacToObj 84 665
FacToObj 85 753
FacToObj 86 764
FacToObj 87 720
FacToObj 88 852
FacToObj 89 863
FacToObj 90 797
FacToObj 91 830
FacToObj 92 885
FacToObj 93 408
FacToObj 94 786
FacToObj 95 731
FacToObj 96 654
FacToObj 97 566
FacToObj 98 456
FacToObj 99 621
FacToObj 100 819
@@ -0,0 +1,423 @@
422 real vector 0 0 1 # is the number of trgs in this file. Format : TrgID NUM_DOF DOF1 DOF2 ...
840 6 0.00370461 0.00730588 0.00456548 0.00886906 0.00789631 0.00499232
841 6 0.00370461 0.00647776 0.00730588 0.00701522 0.0080915 0.00886906
842 6 -0.0174588 -0.0165623 -0.0159001 -0.016243 -0.0155838 -0.0137749
843 6 -0.0174588 -0.0169408 -0.0165623 -0.0171197 -0.0169428 -0.016243
844 6 -0.0152354 -0.0146886 -0.0158913 -0.0126614 -0.015236 -0.0160172
845 6 -0.0166911 -0.0158238 -0.0149444 -0.0160172 -0.015236 -0.0126614
846 6 -0.0152354 -0.0158913 -0.0159782 -0.0160172 -0.0161711 -0.0162241
831 6 -0.0146745 -0.0171485 -0.0167844 -0.0182689 -0.0185118 -0.0190637
832 6 -0.0146745 -0.0159574 -0.0171485 -0.0158433 -0.017028 -0.0182689
833 6 -0.0131917 -0.0140544 -0.010638 -0.013961 -0.0132844 -0.00822306
834 6 -0.0131917 -0.0151601 -0.0140544 -0.0157397 -0.0147812 -0.013961
835 6 0.0034157 0.00307474 0.00339635 0.00163942 0.00296674 0.00303427
836 6 0.00220091 0.00284667 0.00256374 0.00303427 0.00296674 0.00163942
837 6 0.0034157 0.00339635 0.00337702 0.00303427 0.00296374 0.00275567
838 6 0.00102941 0.0026795 -0.000740837 0.00218401 0.00164958 -0.00287568
839 6 0.00102941 0.0034922 0.0026795 0.00426282 0.00342629 0.00218401
822 6 -0.0182246 -0.0183191 -0.0169925 -0.0184167 -0.0169863 -0.0158999
823 6 -0.0182246 -0.019068 -0.0192634 -0.0193329 -0.0194112 -0.0196528
824 6 -0.0182246 -0.0181007 -0.019068 -0.0180575 -0.0190148 -0.0193329
825 6 -0.0211553 -0.0206641 -0.0204211 -0.0189306 -0.0194742 -0.0196901
826 6 -0.0196528 -0.0197492 -0.0192634 -0.0196901 -0.0189622 -0.0182246
827 6 -0.0184167 -0.019138 -0.0186264 -0.0196901 -0.0194742 -0.0189306
828 6 -0.0211553 -0.0204211 -0.0205194 -0.0196901 -0.0199851 -0.020075
829 6 -0.0184167 -0.0183191 -0.019138 -0.0182246 -0.0189622 -0.0196901
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422 real vector 0 0 1 # is the number of trgs in this file. Format : TrgID NUM_DOF DOF1 DOF2 ...
840 6 -1.72553 -2.24537 -1.40188 -2.00843 -1.78705 -1.03174
841 6 -1.72553 -2.66649 -2.24537 -3.07334 -2.55311 -2.00843
842 6 -1.09885 -1.62729 -1.25451 -1.5183 -1.57475 -1.50884
843 6 -1.09885 -1.63838 -1.62729 -1.72678 -1.66417 -1.5183
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845 6 -2.71696 -3.16379 -2.90448 -3.31465 -3.19055 -3.16918
846 6 -3.19888 -3.33211 -3.33465 -3.31465 -3.36458 -3.37987
831 6 3.85871 3.76865 3.77788 3.99391 3.77466 3.49966
832 6 3.85871 3.53632 3.76865 3.42293 3.81071 3.99391
833 6 -2.40097 -2.27736 -2.38193 -1.42631 -1.88112 -2.30145
834 6 -2.40097 -2.47197 -2.27736 -2.42834 -2.06959 -1.42631
835 6 2.17462 2.39879 1.50419 3.17516 1.98886 1.03962
836 6 1.24254 1.41573 2.32717 1.03962 1.98886 3.17516
837 6 2.17462 1.50419 1.42722 1.03962 0.839473 0.672082
838 6 3.84154 4.51937 4.29207 5.03591 4.84069 4.6152
839 6 3.84154 4.11428 4.51937 4.26965 4.6754 5.03591
822 6 3.11043 3.00943 3.02137 2.88664 2.98915 2.82836
823 6 3.11043 3.24594 3.03134 3.31395 3.22768 2.94666
824 6 3.11043 3.22301 3.24594 3.25991 3.30145 3.31395
825 6 0.045693 1.65827 1.80193 2.77949 2.46066 2.56077
826 6 2.94666 2.73975 3.03134 2.56077 2.92757 3.11043
827 6 2.88664 2.74138 2.75926 2.56077 2.46066 2.77949
828 6 0.045693 1.80193 1.6481 2.56077 2.43883 2.42347
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813 6 3.49966 3.77466 3.31945 3.99391 3.99022 3.74391
814 6 0.965733 2.37662 3.03686 3.49966 3.31945 3.74391
815 6 4.06024 3.98319 4.04359 3.74391 3.99022 3.99391
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779 6 5.53235 5.6016 5.82318 5.55133 5.84087 5.94241
780 6 3.84154 3.74183 4.11428 3.8668 3.97022 4.26965
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719 6 2.9787 3.15287 2.83635 3.13981 3.02588 2.77949
720 6 -0.000112735 -4.36755e-06 -2.17089e-05 7.87072e-05 2.39297e-05 0
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E_DATA
B_MESH_DATA
Dim 2
NumPts 80
NumElems 72
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33 0.1886 0 0
34 0.195576 0.009 0
35 0.199743 0 0
36 0.209781 0 0
37 0.213346 0.009 0
38 0.2206 0 0
39 0.204484 0.009 0
40 0.2206 0.009 0
41 0.1886 0.009 0
42 0.170712 0 0
43 0.176 0.009 0
44 0.1846 0 0
45 0.162872 0.009 0
46 0.161193 0 0
47 0.1526 0.009 0
48 0.1846 0.009 0
49 0.1526 0 0
50 0.138867 0 0
51 0.144 0.009 0
52 0.1486 0 0
53 0.136 0.009 0
54 0.128 0.009 0
55 0.128686 0 0
56 0.1213 0.00460012 0
57 0.1166 0 0
58 0.1166 0.009 0
59 0.132888 0.00450201 0
60 0.1486 0.009 0
61 0.1166 0.00498774 0
62 0.096 0.009 0
63 0.0892735 0 0
64 0.0806 0.009 0
65 0.1126 0 0
66 0.100515 0 0
67 0.104 0.009 0
68 0.0806 0 0
69 0.1126 0.009 0
70 0.0766 0 0
71 0.0595421 0 0
72 0.0677764 0.009 0
73 0.0583069 0.009 0
74 0.0766 0.009 0
75 0.0537912 0.00448796 0
76 0.0446 0.009 0
77 0.0490161 0.00448814 0
78 0.0446 0 0
79 0.0510096 0 0
80 0.0511065 0.009 0
411 1684 1 2 3
412 1684 1 3 4
413 1684 2 5 3
414 1684 3 5 6
415 1684 2 7 5
416 1684 7 8 9
417 1684 10 9 8
418 1684 7 11 5
419 1684 6 11 12
420 1684 7 9 11
421 1684 12 9 10
422 1684 6 5 11
423 1684 12 11 9
424 1684 13 12 10
404 1606 14 15 16
405 1606 17 18 15
406 1606 17 19 20
407 1606 15 18 16
408 1606 17 20 18
409 1606 21 14 16
410 1606 22 20 19
395 1673 23 24 25
396 1673 24 26 25
397 1673 23 27 24
398 1673 23 28 27
399 1673 27 28 29
400 1673 23 30 28
401 1673 30 31 28
402 1673 30 32 31
403 1673 29 28 31
388 1595 33 34 35
389 1595 36 37 38
390 1595 36 35 39
391 1595 35 34 39
392 1595 36 39 37
393 1595 40 38 37
394 1595 33 41 34
382 1662 42 43 44
383 1662 42 45 43
384 1662 46 47 45
385 1662 42 46 45
386 1662 48 44 43
387 1662 46 49 47
370 1584 50 51 52
371 1584 50 53 51
372 1584 54 55 56
373 1584 55 57 56
374 1584 54 56 58
375 1584 50 55 59
376 1584 51 60 52
377 1584 54 59 55
378 1584 50 59 53
379 1584 54 53 59
380 1584 57 61 56
381 1584 58 56 61
364 1572 62 63 64
365 1572 65 66 67
366 1572 63 62 66
367 1572 63 68 64
368 1572 69 65 67
369 1572 66 62 67
353 6 70 71 72
354 6 71 73 72
355 6 70 72 74
356 6 75 73 71
357 6 76 77 78
358 6 75 71 79
359 6 73 75 80
360 6 76 80 77
361 6 79 78 77
362 6 75 77 80
363 6 79 77 75
E_MESH_DATA
@@ -0,0 +1,22 @@
strandloss_R
1 10
4.416
0
4.4164
0
4.4168
0
4.4172
0
4.4176
0
4.418
0
4.4184
0
4.4188
0
4.4192
0
4.4196
0
@@ -0,0 +1,22 @@
strandloss
1 10
4.416
3477.31
4.4164
3477.31
4.4168
3477.31
4.4172
3477.31
4.4176
3477.31
4.418
3477.31
4.4184
3477.31
4.4188
3477.31
4.4192
3477.31
4.4196
3477.31