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Commit 77232479 authored by Christophe Geuzaine's avatar Christophe Geuzaine
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benchmarks/3d/buildings_prismmesh.geo 0 → 100644
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View file @ 77232479
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Line (2) = {83, 71};
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Line (4) = {71, 72};
Line (5) = {72, 73};
Line (6) = {73, 74};
Line (7) = {74, 75};
Line (8) = {75, 76};
Line (9) = {76, 77};
Line (10) = {77, 78};
Line (11) = {78, 79};
Line (12) = {79, 87};
Line (13) = {86, 87};
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Line (15) = {85, 84};
Line (16) = {84, 80};
Line (17) = {80, 81};
Line (18) = {88, 89};
Line (19) = {89, 90};
Line (20) = {90, 91};
Line (21) = {91, 88};
Line (22) = {591, 592};
Line (23) = {592, 593};
Line (24) = {593, 594};
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Line (26) = {589, 590};
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Line (28) = {583, 584};
Line (29) = {584, 585};
Line (30) = {585, 586};
Line (31) = {586, 587};
Line (32) = {587, 588};
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Line (34) = {599, 598};
Line (35) = {598, 596};
Line (36) = {596, 597};
Line (37) = {597, 599};
Line (40) = {92, 101};
Line (42) = {569, 568};
Line (44) = {106, 105};
Line (46) = {573, 572};
Line (48) = {574, 102};
Line (49) = {123, 124};
Line (50) = {124, 125};
Line (51) = {125, 126};
Line (52) = {126, 127};
Line (53) = {127, 128};
Line (54) = {128, 129};
Line (55) = {129, 130};
Line (56) = {130, 123};
Line (59) = {131, 132};
Line (60) = {132, 133};
Line (61) = {133, 134};
Line (62) = {134, 135};
Line (63) = {135, 136};
Line (64) = {136, 137};
Line (65) = {137, 138};
Line (66) = {138, 131};
Line (68) = {577, 576};
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Line (70) = {578, 579};
Line (71) = {579, 580};
Line (72) = {580, 581};
Line (73) = {581, 582};
Line (74) = {582, 575};
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Line (76) = {98, 97};
Line (77) = {98, 99};
Line (78) = {99, 100};
Line (79) = {100, 101};
Line (80) = {93, 94};
Line (81) = {94, 95};
Line (82) = {93, 92};
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Line (84) = {96, 95};
Line (85) = {563, 564};
Line (86) = {564, 565};
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Line (89) = {105, 569};
Line (90) = {568, 102};
Line (91) = {574, 573};
Line (92) = {572, 106};
Line (93) = {139, 140};
Line (94) = {140, 141};
Line (95) = {141, 142};
Line (96) = {142, 143};
Line (97) = {143, 144};
Line (98) = {144, 145};
Line (99) = {145, 146};
Line (100) = {146, 147};
Line (101) = {147, 148};
Line (102) = {148, 149};
Line (103) = {149, 150};
Line (104) = {150, 151};
Line (105) = {151, 152};
Line (106) = {152, 153};
Line (107) = {153, 154};
Line (108) = {154, 155};
Line (109) = {155, 156};
Line (111) = {169, 182};
Line (112) = {182, 170};
Line (113) = {180, 170};
Line (114) = {180, 171};
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Line (116) = {181, 168};
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Line (118) = {183, 169};
Line (119) = {156, 157};
Line (120) = {157, 158};
Line (121) = {158, 159};
Line (122) = {159, 160};
Line (123) = {160, 161};
Line (124) = {161, 162};
Line (125) = {162, 163};
Line (126) = {163, 164};
Line (127) = {164, 165};
Line (128) = {165, 166};
Line (129) = {166, 167};
Line (130) = {167, 139};
Line (131) = {175, 179};
Line (132) = {179, 174};
Line (133) = {174, 178};
Line (134) = {178, 173};
Line (135) = {173, 177};
Line (136) = {177, 172};
Line (137) = {172, 176};
Line (138) = {176, 175};
Line (139) = {110, 111};
Line (140) = {111, 112};
Line (141) = {112, 113};
Line (142) = {113, 114};
Line (143) = {114, 115};
Line (144) = {115, 116};
Line (145) = {116, 117};
Line (146) = {117, 118};
Line (147) = {118, 119};
Line (148) = {119, 120};
Line (149) = {120, 121};
Line (150) = {121, 122};
Line (151) = {122, 110};
Line (152) = {524, 525};
Line (153) = {525, 526};
Line (154) = {526, 527};
Line (155) = {527, 528};
Line (156) = {528, 521};
Line (157) = {521, 522};
Line (158) = {522, 523};
Line (159) = {523, 524};
Line (160) = {544, 543};
Line (161) = {543, 542};
Line (162) = {542, 541};
Line (163) = {541, 552};
Line (164) = {552, 551};
Line (165) = {551, 550};
Line (166) = {550, 549};
Line (167) = {549, 548};
Line (168) = {548, 547};
Line (169) = {547, 546};
Line (170) = {546, 545};
Line (171) = {545, 544};
Line (172) = {557, 558};
Line (173) = {558, 559};
Line (174) = {559, 560};
Line (175) = {560, 561};
Line (176) = {561, 562};
Line (177) = {562, 557};
Line (178) = {529, 530};
Line (179) = {530, 531};
Line (180) = {531, 532};
Line (181) = {532, 533};
Line (182) = {533, 534};
Line (183) = {534, 535};
Line (184) = {535, 536};
Line (185) = {536, 537};
Line (186) = {537, 538};
Line (187) = {538, 539};
Line (188) = {539, 540};
Line (189) = {540, 529};
Line (190) = {35, 36};
Line (191) = {36, 37};
Line (192) = {37, 38};
Line (193) = {38, 39};
Line (194) = {39, 40};
Line (195) = {40, 41};
Line (196) = {41, 42};
Line (197) = {44, 45};
Line (198) = {35, 56};
Line (199) = {56, 55};
Line (200) = {55, 54};
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Line (202) = {53, 52};
Line (203) = {52, 51};
Line (204) = {51, 50};
Line (205) = {50, 49};
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Line (207) = {48, 47};
Line (208) = {47, 46};
Line (209) = {46, 45};
Line (210) = {43, 58};
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Line (212) = {58, 57};
Line (213) = {70, 69};
Line (214) = {69, 68};
Line (215) = {68, 67};
Line (216) = {67, 70};
Line (217) = {63, 64};
Line (218) = {64, 65};
Line (219) = {65, 66};
Line (220) = {66, 63};
Line (221) = {59, 60};
Line (222) = {60, 61};
Line (223) = {61, 62};
Line (224) = {62, 59};
Line (226) = {600, 42};
Line (227) = {600, 57};
Line (228) = {31, 32};
Line (229) = {32, 33};
Line (230) = {33, 34};
Line (231) = {34, 31};
Line (232) = {27, 28};
Line (233) = {28, 29};
Line (234) = {29, 30};
Line (235) = {30, 27};
Line (236) = {25, 24};
Line (237) = {24, 23};
Line (238) = {23, 26};
Line (239) = {26, 25};
Line (240) = {6, 7};
Line (241) = {7, 8};
Line (242) = {8, 9};
Line (244) = {10, 11};
Line (245) = {11, 12};
Line (246) = {12, 13};
Line (247) = {13, 14};
Line (248) = {14, 15};
Line (249) = {18, 19};
Line (250) = {20, 19};
Line (251) = {20, 21};
Line (252) = {21, 22};
Line (253) = {22, 1};
Line (254) = {1, 2};
Line (256) = {3, 4};
Line (257) = {4, 5};
Line (258) = {5, 6};
Line (259) = {15, 16};
Line (260) = {16, 17};
Line (261) = {17, 18};
Line (265) = {252, 251};
Line (266) = {251, 250};
Line (267) = {250, 249};
Line (268) = {249, 252};
Line (269) = {218, 219};
Line (270) = {219, 220};
Line (271) = {220, 221};
Line (272) = {221, 222};
Line (273) = {222, 223};
Line (274) = {223, 224};
Line (275) = {224, 225};
Line (276) = {225, 226};
Line (277) = {226, 227};
Line (278) = {227, 228};
Line (279) = {228, 233};
Line (280) = {233, 229};
Line (281) = {229, 230};
Line (282) = {230, 231};
Line (283) = {231, 232};
Line (284) = {232, 234};
Line (285) = {234, 235};
Line (286) = {212, 213};
Line (287) = {213, 214};
Line (288) = {214, 215};
Line (289) = {215, 216};
Line (290) = {248, 212};
Line (291) = {248, 247};
Line (292) = {247, 246};
Line (293) = {246, 245};
Line (294) = {245, 244};
Line (295) = {244, 243};
Line (296) = {243, 242};
Line (297) = {242, 241};
Line (298) = {241, 240};
Line (299) = {240, 239};
Line (300) = {239, 238};
Line (305) = {237, 238};
Line (306) = {208, 209};
Line (307) = {209, 210};
Line (308) = {210, 211};
Line (309) = {211, 208};
Line (310) = {186, 187};
Line (311) = {187, 188};
Line (312) = {188, 189};
Line (313) = {189, 190};
Line (314) = {190, 191};
Line (315) = {191, 192};
Line (316) = {192, 193};
Line (317) = {193, 194};
Line (318) = {194, 184};
Line (319) = {184, 185};
Line (320) = {185, 186};
Line (321) = {207, 195};
Line (322) = {207, 206};
Line (323) = {206, 205};
Line (324) = {205, 204};
Line (325) = {204, 203};
Line (326) = {203, 202};
Line (327) = {202, 201};
Line (328) = {201, 200};
Line (329) = {200, 199};
Line (330) = {199, 198};
Line (331) = {198, 197};
Line (332) = {197, 196};
Line (333) = {196, 195};
Line (334) = {313, 314};
Line (335) = {314, 315};
Line (336) = {315, 316};
Line (337) = {316, 313};
Line (338) = {317, 318};
Line (339) = {318, 319};
Line (340) = {317, 331};
Line (341) = {331, 330};
Line (342) = {330, 329};
Line (343) = {329, 328};
Line (344) = {327, 328};
Line (345) = {327, 326};
Line (346) = {326, 325};
Line (347) = {325, 324};
Line (348) = {324, 323};
Line (349) = {323, 322};
Line (350) = {322, 321};
Line (351) = {321, 320};
Line (352) = {320, 319};
Line (353) = {253, 254};
Line (354) = {254, 255};
Line (355) = {255, 256};
Line (356) = {257, 256};
Line (357) = {257, 258};
Line (358) = {258, 259};
Line (359) = {259, 260};
Line (360) = {260, 261};
Line (361) = {261, 262};
Line (362) = {262, 263};
Line (363) = {263, 264};
Line (364) = {264, 265};
Line (366) = {265, 266};
Line (367) = {266, 267};
Line (368) = {267, 268};
Line (369) = {268, 269};
Line (370) = {269, 270};
Line (371) = {270, 271};
Line (372) = {271, 272};
Line (373) = {272, 273};
Line (374) = {273, 274};
Line (375) = {274, 275};
Line (376) = {275, 276};
Line (377) = {276, 277};
Line (378) = {277, 278};
Line (379) = {278, 279};
Line (380) = {279, 280};
Line (381) = {280, 281};
Line (382) = {281, 282};
Line (383) = {282, 283};
Line (384) = {283, 284};
Line (385) = {284, 285};
Line (386) = {285, 286};
Line (387) = {286, 287};
Line (388) = {287, 288};
Line (389) = {288, 289};
Line (390) = {289, 290};
Line (391) = {290, 291};
Line (392) = {291, 292};
Line (393) = {292, 293};
Line (394) = {293, 294};
Line (395) = {294, 295};
Line (396) = {295, 296};
Line (397) = {296, 297};
Line (398) = {297, 298};
Line (399) = {298, 299};
Line (400) = {299, 300};
Line (401) = {300, 301};
Line (402) = {301, 302};
Line (403) = {302, 303};
Line (404) = {303, 304};
Line (405) = {253, 304};
Line (406) = {305, 306};
Line (407) = {306, 307};
Line (408) = {307, 308};
Line (409) = {308, 309};
Line (410) = {309, 310};
Line (411) = {310, 311};
Line (412) = {311, 312};
Line (413) = {312, 305};
Line (414) = {556, 555};
Line (415) = {555, 554};
Line (416) = {554, 553};
Line (417) = {553, 556};
Line (418) = {503, 504};
Line (419) = {504, 497};
Line (420) = {497, 498};
Line (421) = {498, 499};
Line (422) = {499, 500};
Line (423) = {500, 501};
Line (424) = {501, 502};
Line (425) = {502, 503};
Line (426) = {493, 494};
Line (427) = {494, 495};
Line (428) = {495, 496};
Line (429) = {496, 493};
Line (430) = {518, 519};
Line (435) = {518, 517};
Line (436) = {517, 516};
Line (438) = {506, 507};
Line (439) = {507, 508};
Line (440) = {508, 509};
Line (441) = {509, 510};
Line (442) = {510, 511};
Line (443) = {511, 512};
Line (444) = {512, 513};
Line (445) = {513, 514};
Line (446) = {514, 515};
Line (447) = {515, 516};
Line (448) = {489, 490};
Line (449) = {490, 491};
Line (450) = {491, 492};
Line (451) = {492, 419};
Line (452) = {419, 420};
Line (453) = {420, 421};
Line (454) = {421, 422};
Line (455) = {422, 423};
Line (456) = {423, 424};
Line (457) = {424, 425};
Line (458) = {425, 426};
Line (459) = {426, 427};
Line (460) = {427, 428};
Line (461) = {428, 429};
Line (462) = {429, 430};
Line (463) = {430, 431};
Line (464) = {431, 432};
Line (465) = {432, 433};
Line (466) = {433, 434};
Line (467) = {434, 435};
Line (468) = {435, 436};
Line (469) = {436, 437};
Line (470) = {437, 438};
Line (471) = {438, 439};
Line (472) = {439, 440};
Line (473) = {440, 441};
Line (474) = {441, 442};
Line (475) = {442, 443};
Line (476) = {443, 444};
Line (477) = {444, 445};
Line (478) = {445, 446};
Line (479) = {446, 447};
Line (480) = {447, 448};
Line (481) = {448, 449};
Line (482) = {449, 450};
Line (483) = {450, 451};
Line (484) = {451, 452};
Line (485) = {452, 453};
Line (486) = {453, 454};
Line (487) = {454, 455};
Line (488) = {455, 456};
Line (489) = {456, 457};
Line (490) = {457, 458};
Line (491) = {458, 459};
Line (492) = {459, 460};
Line (493) = {460, 461};
Line (494) = {461, 462};
Line (495) = {462, 463};
Line (496) = {463, 464};
Line (497) = {465, 464};
Line (498) = {465, 466};
Line (499) = {466, 467};
Line (500) = {467, 468};
Line (501) = {468, 469};
Line (502) = {469, 470};
Line (503) = {470, 471};
Line (504) = {471, 472};
Line (505) = {472, 473};
Line (506) = {473, 474};
Line (507) = {474, 475};
Line (508) = {475, 476};
Line (509) = {476, 477};
Line (510) = {477, 478};
Line (511) = {478, 479};
Line (512) = {484, 483};
Line (513) = {489, 488};
Line (514) = {488, 487};
Line (515) = {487, 486};
Line (516) = {486, 485};
Line (517) = {485, 484};
Line (518) = {483, 482};
Line (519) = {482, 481};
Line (520) = {481, 480};
Line (521) = {480, 479};
Line (522) = {362, 363};
Line (523) = {363, 364};
Line (524) = {364, 365};
Line (525) = {365, 366};
Line (526) = {366, 367};
Line (527) = {367, 368};
Line (528) = {368, 369};
Line (529) = {369, 370};
Line (530) = {370, 371};
Line (531) = {371, 372};
Line (532) = {372, 373};
Line (533) = {373, 374};
Line (534) = {374, 375};
Line (535) = {375, 376};
Line (536) = {376, 377};
Line (537) = {377, 378};
Line (538) = {378, 379};
Line (539) = {379, 380};
Line (540) = {380, 381};
Line (541) = {381, 382};
Line (542) = {382, 383};
Line (543) = {383, 384};
Line (544) = {384, 385};
Line (545) = {385, 386};
Line (546) = {386, 387};
Line (547) = {387, 388};
Line (548) = {388, 389};
Line (549) = {389, 390};
Line (550) = {390, 391};
Line (551) = {391, 392};
Line (552) = {392, 393};
Line (553) = {393, 394};
Line (554) = {394, 395};
Line (555) = {395, 396};
Line (556) = {396, 397};
Line (557) = {397, 398};
Line (565) = {403, 404};
Line (566) = {404, 405};
Line (567) = {405, 406};
Line (568) = {406, 407};
Line (569) = {407, 408};
Line (570) = {408, 409};
Line (571) = {409, 410};
Line (572) = {410, 411};
Line (573) = {411, 412};
Line (574) = {413, 412};
Line (575) = {413, 414};
Line (576) = {414, 415};
Line (577) = {415, 416};
Line (578) = {416, 417};
Line (579) = {417, 418};
Line (580) = {418, 362};
Line (581) = {354, 355};
Line (582) = {355, 356};
Line (583) = {356, 357};
Line (584) = {357, 358};
Line (585) = {358, 359};
Line (586) = {359, 360};
Line (587) = {360, 361};
Line (588) = {361, 354};
Line (589) = {342, 341};
Line (590) = {341, 340};
Line (591) = {340, 339};
Line (592) = {342, 343};
Line (593) = {343, 344};
Line (594) = {344, 345};
Line (595) = {345, 346};
Line (596) = {346, 347};
Line (597) = {347, 348};
Line (598) = {348, 349};
Line (599) = {349, 350};
Line (600) = {350, 351};
Line (601) = {351, 352};
Line (602) = {339, 338};
Line (603) = {338, 337};
Line (604) = {352, 353};
Line (605) = {353, 337};
Line (606) = {332, 333};
Line (607) = {333, 334};
Line (608) = {334, 335};
Line (609) = {335, 332};
Line (685) = {398, 399};
Line (689) = {402, 403};
Line (691) = {401, 402};
Line (693) = {399, 601};
Line (694) = {401, 601};
Line (707) = {216, 217};
Line (708) = {217, 218};
Line (709) = {237, 236};
Line (710) = {236, 235};
Line (713) = {519, 520};
Line (714) = {520, 505};
Line (715) = {505, 506};
Line (759) = {3, 2};
Line (769) = {9, 10};
Line Loop(770) = {242,769,244,245,246,247,248,259,260,261,249,-250,251,252,253,254,-759,256,257,258,240,241};
Plane Surface(771) = {770};
Line Loop(772) = {237,238,239,236};
Plane Surface(773) = {772};
Line Loop(774) = {232,233,234,235};
Plane Surface(775) = {774};
Line Loop(776) = {228,229,230,231};
Plane Surface(777) = {776};
Line Loop(778) = {221,222,223,224};
Plane Surface(779) = {778};
Line Loop(780) = {217,218,219,220};
Plane Surface(781) = {780};
Line Loop(782) = {213,214,215,216};
Plane Surface(783) = {782};
Line Loop(784) = {191,192,193,194,195,196,-226,227,-212,-210,211,197,-209,-208,-207,-206,-205,-204,-203,-202,-201,-200,-199,-198,190};
Plane Surface(785) = {784};
Line Loop(786) = {4,5,6,7,8,9,10,11,12,-13,14,15,16,17,1,3,2};
Plane Surface(787) = {786};
Line Loop(788) = {18,19,20,21};
Plane Surface(789) = {788};
Line Loop(790) = {82,40,-79,-78,-77,76,83,84,-81,-80};
Plane Surface(791) = {790};
Line Loop(792) = {90,-48,91,46,92,44,89,42};
Plane Surface(793) = {792};
Line Loop(794) = {22,23,24,25};
Plane Surface(795) = {794};
Line Loop(796) = {28,29,30,31,32,33,26,27};
Plane Surface(797) = {796};
Line Loop(798) = {75,-68,69,70,71,72,73,74};
Plane Surface(799) = {798};
Line Loop(800) = {59,60,61,62,63,64,65,66};
Plane Surface(801) = {800};
Line Loop(802) = {56,49,50,51,52,53,54,55};
Plane Surface(803) = {802};
Line Loop(804) = {85,86,87,88};
Plane Surface(805) = {804};
Line Loop(806) = {148,149,150,151,139,140,141,142,143,144,145,146,147};
Plane Surface(807) = {806};
Line Loop(808) = {162,163,164,165,166,167,168,169,170,171,160,161};
Plane Surface(809) = {808};
Line Loop(810) = {153,154,155,156,157,158,159,152};
Plane Surface(811) = {810};
Line Loop(812) = {178,179,180,181,182,183,184,185,186,187,188,189};
Plane Surface(813) = {812};
Line Loop(814) = {172,173,174,175,176,177};
Line Loop(815) = {103,104,105,106,107,108,109,119,120,121,122,123,124,125,126,127,128,129,130,93,94,95,96,97,98,99,100,101,102};
Line Loop(816) = {112,-113,114,115,116,117,118,111};
Line Loop(817) = {131,132,133,134,135,136,137,138};
Plane Surface(818) = {815,816,817};
Plane Surface(819) = {816};
Plane Surface(820) = {817};
Plane Surface(821) = {814};
Line Loop(822) = {269,270,271,272,273,274,275,276,277,278,279,280,281,282,283,284,285,-710,-709,305,-300,-299,-298,-297,-296,-295,-294,-293,-292,-291,290,286,287,288,289,707,708};
Plane Surface(823) = {822};
Line Loop(824) = {265,266,267,268};
Plane Surface(825) = {824};
Line Loop(826) = {367,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,392,393,394,395,396,397,398,399,400,401,402,403,404,-405,353,354,355,-356,357,358,359,360,361,362,363,364,366};
Plane Surface(827) = {826};
Line Loop(828) = {410,411,412,413,406,407,408,409};
Plane Surface(829) = {828};
Line Loop(830) = {306,307,308,309};
Plane Surface(831) = {830};
Line Loop(832) = {324,325,326,327,328,329,330,331,332,333,-321,322,323};
Plane Surface(833) = {832};
Line Loop(834) = {320,310,311,312,313,314,315,316,317,318,319};
Plane Surface(835) = {834};
Line Loop(836) = {351,352,-339,-338,340,341,342,343,-344,345,346,347,348,349,350};
Plane Surface(837) = {836};
Line Loop(838) = {336,337,334,335};
Plane Surface(839) = {838};
Line Loop(840) = {590,591,602,603,-605,-604,-601,-600,-599,-598,-597,-596,-595,-594,-593,-592,589};
Plane Surface(841) = {840};
Line Loop(842) = {609,606,607,608};
Plane Surface(843) = {842};
Line Loop(844) = {587,588,581,582,583,584,585,586};
Plane Surface(845) = {844};
Line Loop(846) = {522,523,524,525,526,527,528,529,530,531,532,533,534,535,536,537,538,539,540,541,542,543,544,545,546,547,548,549,550,551,552,553,554,555,556,557,685,693,-694,691,689,565,566,567,568,569,570,571,572,573,-574,575,576,577,578,579,580};
Plane Surface(847) = {846};
Line Loop(848) = {455,456,457,458,459,460,461,462,463,464,465,466,467,468,469,470,471,472,473,474,475,476,477,478,479,480,481,482,483,484,485,486,487,488,489,490,491,492,493,494,495,496,-497,498,499,500,501,502,503,504,505,506,507,508,509,510,511,-521,-520,-519,-518,-512,-517,-516,-515,-514,-513,448,449,450,451,452,453,454};
Plane Surface(849) = {848};
Line Loop(850) = {715,438,439,440,441,442,443,444,445,446,447,-436,-435,430,713,714};
Plane Surface(851) = {850};
Line Loop(852) = {426,427,428,429};
Plane Surface(853) = {852};
Line Loop(854) = {423,424,425,418,419,420,421,422};
Plane Surface(855) = {854};
Line Loop(856) = {414,415,416,417};
Plane Surface(857) = {856};
Line Loop(858) = {34,35,36,37};
Plane Surface(859) = {858,770,772,774,776,778,780,782,784,786,788,790,792,794,796,798,800,802,804,806,808,810,812,814,815,834,830,832,836,838,822,824,826,828,840,842,844,846,848,850,852,854,856};
Geometry.AutoCoherence=0; // to speed things up
// should make one list for each group of buildings with same height
s[] = {819,820,821,823,825,827,829,831,833,835,837,839,841,843,845,847,
849,851,853,855,857,859,771,773,775,777,779,781,783,785,787,789,
791,793,795,797,799,801,803,805,807,809,811,813,818};
p[] = {};
For i In {0:#s[]-1}
// need as many extrusions as you have different building heights...
e1[] = Extrude {0,0,30} { Surface{s[i]}; Layers{5}; Recombine; };
e2[] = Extrude {0,0,15} { Surface{e1[0]}; Layers{3}; Recombine; };
e3[] = Extrude {0,0,20} { Surface{e2[0]}; Layers{4}; Recombine; };
e4[] = Extrude {0,0,30} { Surface{e3[0]}; Layers{5}; Recombine; };
If(s[i] == 819 || s[i] == 820 || s[i] == 859) // no buildings here
p[] += {e1[1], e2[1], e3[1]};
EndIf
p[] += e4[1]; // volume above all buildings
// add other bits in p[] depending on height of each building
EndFor
Geometry.AutoCoherence=1;
Coherence; // remove duplicates
Physical Volume(1) = p[];
benchmarks/3d/tetmesh.geo → benchmarks/3d/buildings_tetmesh.geo
+ 0
− 0
View file @ 77232479
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