# OOF version 2.0
FileVersion(number=1.0, format='ascii')
Microstructure.New(name='periodic_2', size=Point(184.0,182.0), isize=iPoint(184,182))
Image.New(name='bc_test', microstructure='periodic_2', pixels=RGBData8(rgbvalues=[65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 65535, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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Microstructure.PixelGroup(microstructure='periodic_2', group='blackpixels', meshable=1)
Microstructure.PixelGroup(microstructure='periodic_2', group='whitepixels', meshable=1)
Microstructure.Categories(microstructure='periodic_2', categories=[[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 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Microstructure.DefineCategory.PixelGroups(microstructure='periodic_2', category=0, groups=['whitepixels'])
Microstructure.DefineCategory.PixelGroups(microstructure='periodic_2', category=1, groups=['blackpixels'])
Property.Color(name='blue', color=RGBAColor(red=0.40000,green=0.70000,blue=1.00000, alpha=1.0))
Property.Color(name='white', color=TranslucentGray(value=1.0, alpha=1.0))
Property.Mechanical.Elasticity.Isotropic(name='blue_elastic', cijkl=IsotropicRank4TensorEnu(young=1,poisson=0.3333333333333333))
Property.Mechanical.Elasticity.Isotropic(name='white_elastic', cijkl=IsotropicRank4TensorEnu(young=10,poisson=0.3333333333333333))
Property.Thermal.Conductivity.Isotropic(name='blue_k', kappa=10)
Property.Thermal.Conductivity.Isotropic(name='white_k', kappa=1.0)
MaterialandType(name='boundaries', properties=['Color:white', 'Thermal:Conductivity:Isotropic:white_k', 'Mechanical:Elasticity:Isotropic:white_elastic'], materialtype='bulk')
MaterialandType(name='bulk', properties=['Color:blue', 'Thermal:Conductivity:Isotropic:blue_k', 'Mechanical:Elasticity:Isotropic:blue_elastic'], materialtype='bulk')
Microstructure.DefineCategory.Material(microstructure='periodic_2', category=0, material='boundaries')
Microstructure.DefineCategory.Material(microstructure='periodic_2', category=1, material='bulk')
Microstructure.EndCategories(microstructure='periodic_2')
Skeleton.NewPeriodic(name='skeleton', microstructure='periodic_2', left_right_periodicity=True, top_bottom_periodicity=True)
Skeleton.Nodes(skeleton='periodic_2:skeleton', points=[(0.0, 0.0), (46.14763547685359, 0.0), (69.15488215488216, 0.0), (91.9812326388889, 0.0), (115.0, 0.0), (138.0, 0.0), (156.0, 0.0), (184.0, 0.0), (0.0, 22.778935185185187), (24.835530303030303, 24.37882575757576), (46.0, 22.75), (64.73106060606061, 22.614583333333336), (112.06591333333333, 17.670282916666668), (138.0, 22.75), (161.08475378787878, 22.565843986742422), (184.0, 22.778935185185187), (0.0, 45.5), (23.032725694444444, 45.66371922348485), (46.0, 45.5), (69.0, 50.0), (92.0, 45.5), (116.97916666666666, 43.96875), (138.08333333333334, 46.91145833333333), (160.5, 45.119791666666664), (184.0, 45.5), (0.0, 73.0), (22.0, 68.25), (46.0, 68.25), (73.0, 68.25), (92.07942708333333, 69.80989583333333), (115.0, 68.25), (138.02083333333334, 68.82356770833333), (161.0, 69.84375), (184.0, 73.0), (0.0, 91.50966638542498), (23.0, 91.0), (46.0, 91.0), (64.74053030303031, 90.93939393939394), (92.0, 91.0), (115.0, 85.0), (138.90404040404042, 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Skeleton.Partnerships(skeleton='periodic_2:skeleton', partnerlists=[(0, 7, 70, 77), (1, 71), (2, 72), (3, 73), (4, 74), (5, 75), (6, 76), (8, 15), (16, 24), (25, 33), (34, 42), (43, 51), (52, 60), (61, 69), (78, 463), (79, 462), (84, 129), (85, 128), (89, 472), (90, 471), (93, 479), (94, 478), (99, 487), (100, 486), (109, 495), (110, 494), (126, 508), (127, 507), (139, 182), (193, 244), (194, 243), (255, 295), (256, 294), (303, 340), (304, 339), (351, 393), (403, 453), (404, 452), (464, 506)])
Skeleton.Elements(skeleton='periodic_2:skeleton', nodes=[(0, 78, 86, 85), (85, 86, 88, 84), (84, 88, 83, 8), (88, 87, 82, 83), (87, 81, 9, 82), (9, 81, 92, 10), (81, 80, 91, 92), (91, 89, 90, 92), (92, 90, 1, 10), (1, 93, 98, 10), (93, 94, 97, 98), (94, 2, 95, 97), (97, 95, 96, 98), (98, 96, 11, 10), (2, 99, 105, 95), (99, 100, 106, 105), (100, 3, 101, 106), (95, 105, 108, 96), (105, 106, 107, 108), (106, 101, 102, 107), (96, 108, 104, 11), (108, 107, 103, 104), (12, 111, 112, 115), (112, 113, 114, 115), (113, 102, 101, 114), (115, 114, 109, 110), (114, 101, 3, 109), (12, 115, 110, 4), (13, 116, 118, 5), (116, 117, 119, 118), (117, 12, 4, 119), (118, 119, 4, 5), (6, 120, 125, 5), (120, 121, 124, 125), (121, 14, 122, 124), (124, 122, 123, 125), (125, 123, 13, 5), (6, 126, 132, 120), (120, 132, 134, 121), (121, 134, 131, 14), (134, 133, 130, 131), (133, 129, 15, 130), (140, 135, 136, 141), (142, 141, 137, 138), (141, 136, 17, 137), (18, 143, 146, 10), (143, 144, 145, 146), (144, 17, 136, 145), (145, 136, 135, 146), (146, 135, 9, 10), (11, 147, 152, 10), (147, 148, 151, 152), (148, 19, 149, 151), (151, 149, 150, 152), (152, 150, 18, 10), (11, 104, 156, 147), (147, 156, 158, 148), (148, 158, 155, 19), (158, 157, 154, 155), (111, 12, 159, 164), (163, 164, 165, 166), (166, 165, 161, 162), (165, 160, 21, 161), (12, 117, 171, 159), (117, 116, 172, 171), (116, 13, 167, 172), (172, 167, 168, 173), (173, 168, 22, 169), (13, 123, 178, 167), (123, 122, 179, 178), (122, 14, 174, 179), (167, 178, 181, 168), (178, 179, 180, 181), (179, 174, 175, 180), (168, 181, 177, 22), (181, 180, 176, 177), (180, 175, 23, 176), (14, 131, 185, 174), (130, 15, 182, 186), (174, 185, 188, 175), (175, 188, 184, 23), (188, 187, 183, 184), (16, 138, 195, 194), (138, 137, 196, 195), (194, 195, 198, 193), (195, 196, 197, 198), (196, 189, 190, 197), (193, 198, 192, 25), (198, 197, 191, 192), (197, 190, 26, 191), (17, 144, 203, 189), (144, 143, 204, 203), (143, 18, 199, 204), (189, 203, 206, 190), (203, 204, 205, 206), (204, 199, 200, 205), (190, 206, 202, 26), (206, 205, 201, 202), (205, 200, 27, 201), (149, 19, 207, 211), (211, 207, 208, 212), (212, 208, 28, 209), (19, 155, 217, 207), (155, 154, 218, 217), (154, 20, 213, 218), (217, 218, 219, 220), (218, 213, 214, 219), (208, 220, 216, 28), (220, 219, 215, 216), (219, 214, 29, 215), (20, 162, 225, 213), (161, 21, 221, 226), (213, 225, 228, 214), (225, 226, 227, 228), (226, 221, 222, 227), (214, 228, 224, 29), (228, 227, 223, 224), (227, 222, 30, 223), (21, 170, 232, 221), (170, 169, 233, 232), (221, 232, 235, 222), (232, 233, 234, 235), (222, 235, 231, 30), (235, 234, 230, 231), (234, 229, 31, 230), (176, 23, 236, 240), (229, 242, 239, 31), (242, 241, 238, 239), (241, 237, 32, 238), (23, 184, 247, 236), (184, 183, 248, 247), (183, 24, 243, 248), (236, 247, 250, 237), (247, 248, 249, 250), (237, 250, 246, 32), (250, 249, 245, 246), (249, 244, 33, 245), (25, 192, 257, 256), (192, 191, 258, 257), (191, 26, 251, 258), (256, 257, 260, 255), (257, 258, 259, 260), (258, 251, 252, 259), (255, 260, 254, 34), (260, 259, 253, 254), (259, 252, 35, 253), (35, 252, 262, 36), (252, 251, 261, 262), (251, 26, 202, 261), (261, 202, 201, 262), (262, 201, 27, 36), (27, 210, 266, 36), (210, 209, 265, 266), (209, 28, 263, 265), (265, 263, 264, 266), (266, 264, 37, 36), (216, 215, 271, 270), (215, 29, 267, 271), (270, 271, 272, 273), (264, 273, 269, 37), (273, 272, 268, 269), (29, 224, 277, 267), (224, 223, 278, 277), (223, 30, 274, 278), (30, 231, 283, 274), (230, 31, 280, 284), (31, 239, 290, 280), (239, 238, 291, 290), (238, 32, 286, 291), (290, 291, 292, 293), (291, 286, 287, 292), (281, 293, 289, 40), (293, 292, 288, 289), (292, 287, 41, 288), (32, 246, 298, 286), (286, 298, 300, 287), (287, 300, 297, 41), (300, 299, 296, 297), (299, 295, 42, 296), (44, 301, 305, 308), (301, 302, 306, 305), (305, 306, 307, 308), (306, 303, 304, 307), (308, 307, 254, 253), (307, 304, 34, 254), (44, 308, 253, 35), (45, 309, 311, 36), (309, 310, 312, 311), (310, 44, 35, 312), (311, 312, 35, 36), (37, 313, 318, 36), (313, 314, 317, 318), (314, 46, 315, 317), (317, 315, 316, 318), (318, 316, 45, 36), (37, 269, 323, 313), (313, 323, 325, 314), (314, 325, 322, 46), (325, 324, 321, 322), (324, 320, 47, 321), (38, 276, 330, 319), (319, 330, 332, 320), (320, 332, 329, 47), (332, 331, 328, 329), (331, 327, 48, 328), (48, 327, 334, 49), (327, 326, 333, 334), (40, 289, 338, 49), (289, 288, 337, 338), (288, 41, 335, 337), (337, 335, 336, 338), (338, 336, 50, 49), (41, 297, 343, 335), (297, 296, 344, 343), (296, 42, 339, 344), (335, 343, 346, 336), (343, 344, 345, 346), (344, 339, 340, 345), (336, 346, 342, 50), (346, 345, 341, 342), (345, 340, 51, 341), (301, 44, 347, 352), (353, 348, 53, 349), (44, 310, 359, 347), (310, 309, 360, 359), (309, 45, 355, 360), (360, 355, 356, 361), (361, 356, 54, 357), (45, 316, 366, 355), (316, 315, 367, 366), (315, 46, 362, 367), (355, 366, 369, 356), (366, 367, 368, 369), (367, 362, 363, 368), (356, 369, 365, 54), (369, 368, 364, 365), (368, 363, 55, 364), (363, 375, 372, 55), (375, 374, 371, 372), (380, 376, 377, 381), (370, 382, 379, 56), (382, 381, 378, 379), (381, 377, 57, 378), (58, 383, 386, 49), (383, 384, 385, 386), (384, 57, 377, 385), (385, 377, 376, 386), (386, 376, 48, 49), (50, 387, 392, 49), (387, 388, 391, 392), (388, 59, 389, 391), (391, 389, 390, 392), (392, 390, 58, 49), (50, 342, 396, 387), (387, 396, 398, 388), (388, 398, 395, 59), (398, 397, 394, 395), (52, 350, 405, 404), (350, 349, 406, 405), (404, 405, 408, 403), (405, 406, 407, 408), (406, 399, 400, 407), (403, 408, 402, 61), (408, 407, 401, 402), (407, 400, 62, 401), (53, 358, 413, 399), (358, 357, 414, 413), (357, 54, 409, 414), (399, 413, 416, 400), (413, 414, 415, 416), (400, 416, 412, 62), (416, 415, 411, 412), (54, 365, 420, 409), (365, 364, 421, 420), (372, 371, 427, 426), (426, 427, 428, 429), (427, 422, 423, 428), (417, 429, 425, 64), (429, 428, 424, 425), (428, 423, 65, 424), (56, 379, 433, 422), (379, 378, 434, 433), (422, 433, 436, 423), (433, 434, 435, 436), (434, 430, 431, 435), (423, 436, 432, 65), (57, 384, 441, 430), (384, 383, 442, 441), (383, 58, 437, 442), (430, 441, 444, 431), (441, 442, 443, 444), (442, 437, 438, 443), (431, 444, 440, 66), (444, 443, 439, 440), (443, 438, 67, 439), (58, 390, 449, 437), (390, 389, 450, 449), (389, 59, 445, 450), (450, 445, 446, 451), (451, 446, 68, 447), (59, 395, 456, 445), (395, 394, 457, 456), (394, 60, 452, 457), (456, 457, 458, 459), (457, 452, 453, 458), (446, 459, 455, 68), (459, 458, 454, 455), (458, 453, 69, 454), (61, 402, 465, 464), (402, 401, 466, 465), (401, 62, 460, 466), (465, 466, 467, 468), (466, 460, 461, 467), (468, 467, 462, 463), (62, 412, 473, 460), (412, 411, 474, 473), (475, 470, 71, 471), (63, 419, 480, 469), (419, 418, 481, 480), (418, 64, 476, 481), (469, 480, 483, 470), (480, 481, 482, 483), (481, 476, 477, 482), (470, 483, 479, 71), (483, 482, 478, 479), (482, 477, 72, 478), (64, 425, 488, 476), (425, 424, 489, 488), (424, 65, 484, 489), (476, 488, 491, 477), (488, 489, 490, 491), (489, 484, 485, 490), (477, 491, 487, 72), (491, 490, 486, 487), (490, 485, 73, 486), (65, 432, 496, 484), (484, 496, 499, 485), (496, 497, 498, 499), (497, 492, 493, 498), (485, 499, 495, 73), (499, 498, 494, 495), (498, 493, 74, 494), (74, 493, 501, 75), (493, 492, 500, 501), (492, 66, 440, 500), (500, 440, 439, 501), (501, 439, 67, 75), (67, 448, 505, 75), (448, 447, 504, 505), (504, 502, 503, 505), (505, 503, 76, 75), (68, 455, 509, 502), (454, 69, 506, 510), (509, 510, 511, 512), (503, 512, 508, 76), (512, 511, 507, 508), (185, 186, 188), (186, 187, 188), (137, 17, 189), (137, 189, 196), (162, 161, 226), (162, 226, 225), (233, 229, 234), (248, 243, 244), (248, 244, 249), (28, 216, 270), (28, 270, 263), (263, 270, 273), (263, 273, 264), (231, 230, 283), (230, 284, 283), (285, 282, 39), (302, 43, 303), (302, 303, 306), (326, 39, 282), (326, 282, 333), (302, 301, 352), (354, 353, 349), (354, 349, 350), (373, 374, 375), (55, 372, 426), (426, 429, 417), (378, 57, 430), (378, 430, 434), (449, 450, 451), (460, 473, 461), (474, 469, 475), (469, 470, 475), (66, 492, 497), (447, 68, 502), (447, 502, 504), (502, 509, 512), (502, 512, 503), (464, 465, 468), (510, 506, 511), (464, 468, 463, 70), (511, 506, 77, 507), (351, 354, 350, 52), (397, 393, 60, 394), (275, 39, 326), (326, 327, 331), (276, 275, 326, 330), (330, 326, 331, 332), (111, 164, 163), (111, 163, 113, 112), (380, 381, 382), (329, 328, 380, 382), (373, 370, 374), (321, 47, 370, 373), (47, 329, 382, 370), (347, 359, 348), (348, 358, 53), (359, 360, 361, 348), (348, 361, 357, 358), (159, 171, 160), (160, 170, 21), (171, 172, 173, 160), (160, 173, 169, 170), (126, 127, 132), (132, 133, 134), (127, 7, 128, 132), (132, 128, 129, 133), (246, 245, 298), (245, 33, 294), (298, 245, 299, 300), (245, 294, 295, 299), (409, 420, 410), (410, 419, 63), (80, 81, 87), (78, 79, 80, 86), (86, 80, 87, 88), (177, 176, 240), (240, 241, 242), (341, 51, 393), (396, 393, 397, 398), (153, 163, 166), (157, 153, 20, 154), (475, 471, 472), (473, 474, 475, 472), (473, 472, 461), (43, 302, 351), (302, 352, 353, 354), (351, 302, 354), (156, 153, 157, 158), (212, 209, 210), (200, 212, 210, 27), (140, 141, 142), (8, 83, 142, 139), (83, 82, 140, 142), (269, 268, 323), (323, 324, 325), (268, 38, 319, 323), (323, 319, 320, 324), (411, 63, 469), (411, 469, 474), (445, 456, 459), (445, 459, 446), (454, 510, 509), (455, 454, 509), (341, 393, 396), (342, 341, 396), (347, 348, 353), (352, 347, 353), (166, 162, 20), (153, 166, 20), (9, 135, 140), (82, 9, 140), (103, 153, 156), (104, 103, 156), (322, 321, 373), (48, 376, 380), (328, 48, 380), (274, 283, 285), (284, 280, 281), (409, 410, 415), (414, 409, 415), (159, 160, 165), (164, 159, 165), (107, 102, 103), (415, 410, 63), (415, 63, 411), (280, 290, 293), (280, 293, 281), (53, 399, 406), (349, 53, 406), (236, 237, 241), (240, 236, 241), (207, 217, 220), (207, 220, 208), (362, 375, 363), (46, 322, 375, 362), (322, 373, 375), (421, 417, 64, 418), (410, 421, 418, 419), (420, 421, 410), (240, 242, 229), (169, 22, 229, 233), (22, 177, 240, 229), (432, 497, 496), (436, 435, 497, 432), (435, 431, 66, 497), (199, 212, 200), (18, 150, 212, 199), (150, 149, 211, 212), (187, 24, 183), (80, 89, 91), (467, 461, 472, 462), (79, 89, 80), (277, 278, 279, 276), (276, 279, 275), (427, 56, 422), (427, 371, 56), (364, 55, 421), (421, 55, 417), (55, 426, 417), (103, 163, 153), (102, 163, 103), (163, 102, 113), (186, 182, 187), (139, 142, 138, 16), (187, 182, 24), (281, 285, 283), (281, 283, 284), (279, 39, 275), (278, 274, 39, 279), (274, 285, 39), (437, 449, 438), (438, 449, 448, 67), (449, 451, 447), (449, 447, 448), (374, 56, 371), (374, 370, 56), (333, 282, 281, 334), (334, 281, 40, 49), (285, 281, 282), (186, 131, 130), (186, 185, 131), (271, 267, 272), (267, 277, 276), (272, 267, 38, 268), (267, 276, 38)])
Skeleton.PinnedNodes(skeleton='periodic_2:skeleton', nodes=[])
Skeleton.PointBoundary(skeleton='periodic_2:skeleton', name='bottomleft', nodes=[0], exterior=1)
Skeleton.PointBoundary(skeleton='periodic_2:skeleton', name='bottomright', nodes=[7], exterior=1)
Skeleton.PointBoundary(skeleton='periodic_2:skeleton', name='boundary', nodes=[10], exterior=0)
Skeleton.PointBoundary(skeleton='periodic_2:skeleton', name='boundary<2>', nodes=[49], exterior=0)
Skeleton.PointBoundary(skeleton='periodic_2:skeleton', name='topleft', nodes=[70], exterior=1)
Skeleton.PointBoundary(skeleton='periodic_2:skeleton', name='topright', nodes=[77], exterior=1)
Skeleton.EdgeBoundary(skeleton='periodic_2:skeleton', name='bottom', edges=[(0, 78), (78, 79), (79, 89), (89, 90), (90, 1), (1, 93), (93, 94), (94, 2), (2, 99), (99, 100), (100, 3), (3, 109), (109, 110), (110, 4), (4, 5), (5, 6), (6, 126), (126, 127), (127, 7)], exterior=1)
Skeleton.EdgeBoundary(skeleton='periodic_2:skeleton', name='left', edges=[(70, 464), (464, 61), (61, 403), (403, 404), (404, 52), (52, 351), (351, 43), (43, 303), (303, 304), (304, 34), (34, 255), (255, 256), (256, 25), (25, 193), (193, 194), (194, 16), (16, 139), (139, 8), (8, 84), (84, 85), (85, 0)], exterior=1)
Skeleton.EdgeBoundary(skeleton='periodic_2:skeleton', name='right', edges=[(7, 128), (128, 129), (129, 15), (15, 182), (182, 24), (24, 243), (243, 244), (244, 33), (33, 294), (294, 295), (295, 42), (42, 339), (339, 340), (340, 51), (51, 393), (393, 60), (60, 452), (452, 453), (453, 69), (69, 506), (506, 77)], exterior=1)
Skeleton.EdgeBoundary(skeleton='periodic_2:skeleton', name='top', edges=[(77, 507), (507, 508), (508, 76), (76, 75), (75, 74), (74, 494), (494, 495), (495, 73), (73, 486), (486, 487), (487, 72), (72, 478), (478, 479), (479, 71), (71, 471), (471, 472), (472, 462), (462, 463), (463, 70)], exterior=1)
Mesh.New(name='mesh', masterelems=['T3_3', 'Q4_4'], skeleton='periodic_2:skeleton')
Subproblem.Fields(subproblem='periodic_2:skeleton:mesh:default', defined=['Temperature'], active=['Temperature'], inplane=['Temperature'])
Subproblem.Equations(subproblem='periodic_2:skeleton:mesh:default', equations=['Heat_Eqn'])
Subproblem.Solver(subproblem='periodic_2:skeleton:mesh:default', solver_mode=AdvancedSolverMode(time_stepper=StaticDriver(),nonlinear_solver=NoNonlinearSolver(),symmetric_solver=ConjugateGradient(preconditioner=ILUPreconditioner(),tolerance=1e-13,max_iterations=1000),asymmetric_solver=None))
Mesh.Boundary_Condition(mesh='periodic_2:skeleton:mesh', bcname='bc', bc=DirichletBC(field=Temperature,field_component='',equation=Heat_Eqn,eqn_component='',profile=ContinuumProfileXTd(function='1',timeDerivative='0.0',timeDerivative2='0.0'),boundary='boundary'))
Mesh.Boundary_Condition(mesh='periodic_2:skeleton:mesh', bcname='bc<2>', bc=DirichletBC(field=Temperature,field_component='',equation=Heat_Eqn,eqn_component='',profile=ContinuumProfileXTd(function='-1',timeDerivative='0.0',timeDerivative2='0.0'),boundary='boundary<2>'))
Mesh.Boundary_Condition(mesh='periodic_2:skeleton:mesh', bcname='bc<3>', bc=PeriodicBC(field=Temperature,equation=Heat_Eqn,boundary='top bottom'))
Mesh.Boundary_Condition(mesh='periodic_2:skeleton:mesh', bcname='bc<4>', bc=PeriodicBC(field=Temperature,equation=Heat_Eqn,boundary='left right'))
Mesh.Load_Field(mesh='periodic_2:skeleton:mesh', fields=['Temperature', 'Temperature_z'], field_values=[(0, 0.049105518809563764, 0.0), (1, 0.4949300114062982, 0.0), (2, 0.3873568104857499, 0.0), (3, 0.1804434677087145, 0.0), (4, 0.03351306585827117, 0.0), (5, -0.02902273547656649, 0.0), (6, -0.03312788898523864, 0.0), (7, 0.049105518809563764, 0.0), (8, 0.15281617581906978, 0.0), (9, 0.5566462264024785, 0.0), (10, 1.0, 0.0), (11, 0.5091792728623302, 0.0), (12, 0.07752174091594624, 0.0), (13, 0.021702466195494936, 0.0), (14, 0.020076190685383837, 0.0), (15, 0.15281617581906978, 0.0), (16, 0.16751655057041184, 0.0), (17, 0.32253610532282484, 0.0), (18, 0.45019913644306936, 0.0), (19, 0.38069768543731053, 0.0), (20, 0.20474230133685511, 0.0), (21, 0.047594726750641324, 0.0), (22, -0.007220311341929546, 0.0), (23, -0.012136283008098431, 0.0), (24, 0.16751655057041184, 0.0), (25, -0.12869565378310524, 0.0), (26, 0.03620868019791292, 0.0), (27, 0.13644660858156094, 0.0), (28, 0.13723146179648213, 0.0), (29, 0.07727160527338095, 0.0), (30, -0.01057620297363971, 0.0), (31, -0.08340360122407191, 0.0), (32, -0.19700754468090978, 0.0), (33, -0.12869565378310524, 0.0), (34, -0.182492816074208, 0.0), (35, -0.03975412347937867, 0.0), (36, 0.02002003940095693, 0.0), (37, 0.021658535783742137, 0.0), (38, -0.05926985590980708, 0.0), (39, -0.07736968884413445, 0.0), (40, -0.5641764020012497, 0.0), (41, -0.3810576576290462, 0.0), (42, -0.182492816074208, 0.0), (43, -0.22992052098804797, 0.0), (44, -0.07721980707400111, 0.0), (45, -0.029130121026208898, 0.0), (46, -0.02993497645839488, 0.0), (47, -0.17778870962942622, 0.0), (48, -0.5599549955351569, 0.0), (49, -1.0, 0.0), (50, -0.5083174037127574, 0.0), (51, -0.22992052098804797, 0.0), (52, -0.2104475127942327, 0.0), (53, -0.06476442111260228, 0.0), (54, 0.00047142397159891184, 0.0), (55, 0.024973901554343335, 0.0), (56, -0.17925309307693663, 0.0), (57, -0.344509316624933, 0.0), (58, -0.46612891122245115, 0.0), (59, 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Mesh.Cache_Fields(mesh='periodic_2:skeleton:mesh', time=0.0)
Mesh.Load_Field(mesh='periodic_2:skeleton:mesh', fields=['Temperature', 'Temperature_z'], field_values=[(0, 0.049105518809563764, 0.0), (1, 0.4949300114062982, 0.0), (2, 0.3873568104857499, 0.0), (3, 0.1804434677087145, 0.0), (4, 0.03351306585827117, 0.0), (5, -0.02902273547656649, 0.0), (6, -0.03312788898523864, 0.0), (7, 0.049105518809563764, 0.0), (8, 0.15281617581906978, 0.0), (9, 0.5566462264024785, 0.0), (10, 1.0, 0.0), (11, 0.5091792728623302, 0.0), (12, 0.07752174091594624, 0.0), (13, 0.021702466195494936, 0.0), (14, 0.020076190685383837, 0.0), (15, 0.15281617581906978, 0.0), (16, 0.16751655057041184, 0.0), (17, 0.32253610532282484, 0.0), (18, 0.45019913644306936, 0.0), (19, 0.38069768543731053, 0.0), (20, 0.20474230133685511, 0.0), (21, 0.047594726750641324, 0.0), (22, -0.007220311341929546, 0.0), (23, -0.012136283008098431, 0.0), (24, 0.16751655057041184, 0.0), (25, -0.12869565378310524, 0.0), (26, 0.03620868019791292, 0.0), (27, 0.13644660858156094, 0.0), (28, 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Mesh.Time(mesh='periodic_2:skeleton:mesh', time=0.0)
Mesh.Status(mesh='periodic_2:skeleton:mesh', status=Solved(details=''))
