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Commit 481edf5f authored by Ivar Stefansson's avatar Ivar Stefansson
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real/grids/ccdfm/ccdfm_real.geo 0 → 100644
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// Gmsh project created on Mon Feb 13 15:02:42 2017
// Gmsh project created on Sat Jul 02 15:02:02 2016
T = 1.0;
//Mesh.RandomFactor=1e-6;
Mesh.Algorithm = 5;
L = 9.5*T;//6.5*T;
XL = 4*L;
S = 0.8*L;
x1 = 0;
x2 = 700;
y1 = 0;
y2 = 600;
Point(300) = {x1, y1, 0, XL};
Point(301) = {x2, y1, 0, XL};
Point(302) = {x2, y2, 0, XL};
Point(303) = {x1, y2, 0, XL};
Point(1) = {269.6112, 152.0524, 0, L};
Point(2) = {249.5117, 514.9908, 0, L};
Point(3) = {258.3591, 515.5746, 0, L};
Point(4) = {270.6623, 524.7026, 0, L};
Point(5) = {355.8302, 348.4798, 0, S};
Point(6) = {366.9731, 338.133, 0, L};
Point(7) = {198.2379, 222.7244, 0, L};
Point(8) = {151.2785, 261.7246, 0, L};
Point(9) = {29.5027, 300.7246, 0, L};
Point(10) = {386.0808, 33.3622, 0, L};
Point(11) = {459.6351, 40.2414, 0, L};
Point(12) = {297.1806, 237.621, 0, L};
Point(13) = {312.5265, 272.0168, 0, L};
Point(14) = {330.5182, 298.4752, 0, L};
Point(15) = {340.5724, 320.7002, 0, L};
Point(16) = {492.9726, 312.7628, 0, L};
Point(17) = {505.6727, 309.0586, 0, L};
Point(18) = {537.4228, 297.946, 0, L};
Point(19) = {322.5339, 380.7694, 0, L};
Point(20) = {344.9321, 481.5612, 0, L};
Point(21) = {371.8099, 468.1222, 0, L};
Point(22) = {432.285, 510.6788, 0, L};
Point(23) = {527.5286, 600, 0, L};
Point(24) = {0, 333.7332, 0, L};
Point(25) = {13.4389, 342.6924, 0, L};
Point(26) = {22.3982, 450.2038, 0, L};
Point(27) = {26.8778, 506.1992, 0, L};
Point(28) = {44.7964, 528.5974, 0, L};
Point(29) = {378.5294, 309.0952, 0, L};
Point(30) = {461.4027, 253.0996, 0, L};
Point(31) = {347.1719, 374.05, 0, L};
Point(32) = {490.5204, 268.7784, 0, L};
Point(33) = {47.0362, 181.4254, 0, L};
Point(34) = {382.4153, 424.151, 0, L};
Point(35) = {587.9968, 394.7822, 0, L};
Point(36) = {589.9812, 393.5916, 0, L};
Point(37) = {597.125, 378.9072, 0, L};
Point(38) = {533.6248, 448.7574, 0, L};
Point(39) = {511.7967, 461.8542, 0, L};
Point(40) = {565.3749, 425.3416, 0, L};
Point(41) = {534.4186, 407.4822, 0, L};
Point(42) = {627.2875, 527.3388, 0, L};
Point(43) = {644.3532, 519.0044, 0, L};
Point(44) = {655.8626, 502.3356, 0, L};
Point(45) = {415.3559, 585.6794, 0, L};
Point(46) = {417.3402, 578.5356, 0, L};
Point(47) = {403.0527, 592.0294, 0, L};
Point(48) = {495.1279, 505.1136, 0, L};
Point(49) = {533.6248, 254.8438, 0, L};
Point(50) = {508.6217, 221.1094, 0, L};
Point(51) = {418.5309, 229.0468, 0, L};
Point(52) = {362.5714, 174.6748, 0, L};
Point(53) = {357.8089, 216.3468, 0, L};
Point(54) = {402.2589, 283.4188, 0, L};
Point(55) = {337.5682, 253.2562, 0, L};
Point(56) = {386.7809, 264.7656, 0, L};
Point(57) = {473.2997, 278.6564, 0, L};
Point(58) = {471.7122, 253.6532, 0, L};
Point(59) = {559.0249, 219.125, 0, L};
Point(60) = {567.7561, 214.7594, 0, L};
Point(61) = {574.8999, 215.553, 0, L};
Point(62) = {557.0405, 285.0064, 0, L};
Point(63) = {565.3749, 283.022, 0, L};
Point(64) = {356.924, 310.1412, 0, L};
Point(65) = {272.2189, 470.9708, 0, L};
Point(66) = {271.9852, 490.9682, 0, L};
Point(67) = {269.1347, 147.7814, 0, L};
Point(68) = {337.5811, 600, 0, L};
Point(69) = {426.9185, 600, 0, L};
Point(70) = {175.1562, 597.603, 0, L};
Point(71) = {154.4623, 600, 0, L};
Point(72) = {96.36, 514.8274, 0, L};
Point(73) = {440.5851, 275.1918, 0, L};
Point(74) = {461.7517, 204.8126, 0, L};
Point(75) = {468.1018, 40.2414, 0, L};
Point(76) = {417.3017, 140.7832, 0, L};
Point(77) = {439.5267, 156.6582, 0, L};
Point(78) = {367.5599, 286.3044, 0, L};
Point(79) = {576.5811, 419.6546, 0, L};
Point(80) = {576.052, 405.3672, 0, L};
Point(81) = {623.3188, 376.6846, 0, L};
Point(82) = {521.8778, 593.5522, 0, L};
Point(83) = {409.8868, 503.9594, 0, L};
Point(84) = {510.6787, 383.0092, 0, L};
Point(85) = {642.828, 374.05, 0, L};
Point(86) = {700, 473.0156, 0, L};
Point(87) = {441.2444, 0, 0, L};
Point(88) = {347.1719, 595.792, 0, L};
Point(89) = {311.3348, 291.1766, 0, L};
Point(90) = {199.3438, 400.9278, 0, L};
Point(91) = {365.0905, 342.6924, 0, L};
Point(92) = {512.9185, 116.4706, 0, L};
Point(93) = {530.8371, 134.3892, 0, L};
Point(94) = {640.5882, 253.0996, 0, L};
Point(95) = {564.4344, 145.5884, 0, L};
Point(96) = {53.7556, 306.8554, 0, L};
Point(97) = {447.8997, 371.7634, 0, L};
Point(98) = {549.103, 362.6352, 0, L};
Point(99) = {527.6717, 313.8194, 0, L};
Point(100) = {533.6248, 295.9602, 0, L};
Point(101) = {453.8528, 326.9164, 0, L};
Point(102) = {489.5716, 395.179, 0, L};
Point(103) = {483.6185, 315.407, 0, L};
Point(104) = {467.3466, 315.8038, 0, L};
Point(105) = {574.8999, 498.7636, 0, L};
Point(106) = {586.4093, 490.0324, 0, L};
Point(107) = {602.6812, 476.5386, 0, L};
Point(108) = {391.9402, 561.47, 0, L};
Point(109) = {397.8933, 554.3262, 0, L};
Point(110) = {382.0183, 561.8668, 0, L};
Point(111) = {468.1403, 481.3012, 0, L};
Point(112) = {420.9121, 159.1966, 0, L};
Point(113) = {441.1528, 159.5936, 0, L};
Point(114) = {312.9619, 93.3154, 0, L};
Point(115) = {322.8838, 120.6998, 0, L};
Point(116) = {295.1025, 114.7466, 0, L};
Point(117) = {366.1433, 226.6656, 0, L};
Point(118) = {374.4776, 211.1874, 0, L};
Point(119) = {509.8123, 101.2528, 0, L};
Point(120) = {561.0092, 144.9092, 0, L};
Point(121) = {554.6593, 129.0342, 0, L};
Point(122) = {567.3593, 153.6404, 0, L};
Point(123) = {573.7093, 162.3718, 0, L};
Point(124) = {579.6624, 173.881, 0, L};
Point(125) = {600.6969, 325.4876, 0, L};
Point(126) = {607.0468, 323.5032, 0, L};
Point(127) = {309.203, 223.7375, 0, L};
Point(128) = {270.4584, 474.3837, 0, L};
Point(129) = {270.5362, 493.5848, 0, L};
Point(130) = {351.2625, 411.4348, 0, L};
Point(131) = {354.1847, 371.1592, 0, L};
Point(132) = {404.5088, 502.1049, 0, L};
Point(133) = {393.6635, 454.7281, 0, L};
Point(134) = {386.0063, 421.2782, 0, L};
Point(135) = {372.7787, 363.4945, 0, L};
Point(136) = {182.9367, 471.2377, 0, L};
Point(137) = {189.9083, 358.0083, 0, L};
Point(138) = {153.037, 448.5621, 0, L};
Point(139) = {152.3791, 378.6639, 0, L};
Point(140) = {32.2042, 309.3757, 0, L};
Point(141) = {411.8349, 147.6305, 0, L};
Point(142) = {404.2501, 113.9773, 0, L};
Point(143) = {387.6907, 40.5051, 0, L};
Point(144) = {461.5622, 190.0814, 0, L};
Point(145) = {461.4076, 178.0613, 0, L};
Point(146) = {461.2499, 165.7939, 0, L};
Point(147) = {459.759, 49.8757, 0, L};
Point(148) = {383.1508, 183.5581, 0, L};
Point(149) = {357.4443, 215.7561, 0, L};
Point(150) = {326.3234, 254.7358, 0, L};
Point(151) = {430.9972, 167.7548, 0, L};
Point(152) = {401.1056, 206.6429, 0, L};
Point(153) = {375.0078, 240.5955, 0, L};
Point(154) = {342.1343, 283.363, 0, L};
Point(155) = {353.5914, 304.1073, 0, L};
Point(156) = {575.2246, 417.9203, 0, L};
Point(157) = {493.6741, 313.6597, 0, S};
Point(158) = {346.1441, 481.9792, 0, L};
Point(159) = {392.4934, 455.4452, 0, L};
Point(160) = {531.8596, 446.0613, 0, L};
Point(161) = {511.0367, 459.5741, 0, L};
Point(162) = {472.1303, 484.8218, 0, L};
Point(163) = {439.719, 505.8546, 0, L};
Point(164) = {626.673, 527.0036, 0, L};
Point(165) = {99.3531, 407.8488, 0, L};
Point(166) = {51.6592, 371.6782, 0, L};
Point(167) = {68.2924, 424.9442, 0, L};
Point(168) = {186.7941, 408.588, 0, L};
Point(169) = {152.8557, 429.3036, 0, L};
Point(170) = {82.9736, 471.959, 0, L};
Point(171) = {270.148, 397.7989, 0, L};
Point(172) = {184.3938, 447.5723, 0, L};
Point(173) = {153.1981, 465.6789, 0, L};
Point(174) = {92.0884, 501.1482, 0, L};
Point(175) = {459.98, 192.3493, 0, L};
Point(176) = {399.4847, 279.0593, 0, L};
Point(177) = {484.6774, 213.3074, 0, L};
Point(178) = {510.6029, 235.3076, 0, L};
Point(179) = {53.0462, 293.612, 0, L};
Point(180) = {534.3413, 296.8961, 0, L};
Point(181) = {484.9833, 317.2422, 0, S};
Point(182) = {564.8585, 424.6472, 0, S};
Point(183) = {472.2415, 322.4945, 0, L};
Point(184) = {640.2942, 516.9749, 0, L};
Point(185) = {499.1324, 212.4574, 0, L};
Point(186) = {416.0534, 225.8615, 0, L};
Point(187) = {357.5742, 167.8786, 0, L};
Point(188) = {388.7356, 262.1678, 0, L};
Point(189) = {504.9006, 230.4686, 0, L};
Point(190) = {493.5533, 220.8394, 0, L};
Point(191) = {558.9313, 286.7597, 0, L};
Point(192) = {566.1566, 283.7814, 0, L};
Point(193) = {269.8085, 314.0322, 0, L};
Point(194) = {338.3707, 589.1173, 0, L};
Point(195) = {394.2591, 457.3301, 0, L};
Point(196) = {496.3342, 391.801, 0, L};
Point(197) = {165.8919, 458.3112, 0, L};
Point(198) = {419.687, 182.4691, 0, L};
Point(199) = {431.2084, 233.5886, 0, L};
Point(200) = {340.2455, 187.8897, 0, L};
Point(201) = {461.6092, 193.7319, 0, L};
Point(202) = {466.6277, 182.8208, 0, L};
Point(203) = {455.8395, 172.9845, 0, L};
Point(204) = {314.7789, 95.6516, 0, L};
Point(205) = {455.4811, 329.4034, 0, L};
Point(206) = {489.7838, 395.8157, 0, L};
Point(207) = {138.8863, 437.8304, 0, L};
Point(208) = {448.5603, 182.6587, 0, L};
Point(209) = {490.0292, 204.1575, 0, L};
Point(210) = {364.6238, 159.7377, 0, L};
Point(211) = {426.3751, 212.1436, 0, L};
Line(1) = {1, 127};
Line(2) = {2, 128};
Line(3) = {3, 129};
Line(4) = {4, 129};
Line(5) = {5, 131};
Line(6) = {6, 135};
Line(7) = {7, 137};
Line(8) = {8, 139};
Line(9) = {9, 140};
Line(10) = {10, 143};
Line(11) = {11, 147};
Line(12) = {12, 127};
Line(13) = {13, 150};
Line(14) = {14, 154};
Line(15) = {15, 155};
Line(16) = {16, 157};
Line(17) = {17, 80};
Line(18) = {18, 81};
Line(19) = {19, 130};
Line(20) = {20, 158};
Line(21) = {21, 159};
Line(22) = {22, 163};
Line(23) = {23, 164};
Line(24) = {24, 140};
Line(25) = {25, 166};
Line(26) = {26, 167};
Line(27) = {27, 170};
Line(28) = {28, 174};
Line(29) = {29, 176};
Line(30) = {30, 177};
Line(31) = {31, 131};
Line(32) = {32, 178};
Line(33) = {33, 179};
Line(34) = {34, 134};
Line(35) = {35, 98};
Line(36) = {36, 99};
Line(37) = {37, 180};
Line(38) = {38, 160};
Line(39) = {39, 161};
Line(40) = {40, 182};
Line(41) = {41, 183};
Line(42) = {42, 164};
Line(43) = {43, 184};
Line(44) = {44, 107};
Line(45) = {45, 108};
Line(46) = {46, 109};
Line(47) = {47, 110};
Line(48) = {48, 162};
Line(49) = {49, 178};
Line(50) = {50, 185};
Line(51) = {51, 186};
Line(52) = {52, 187};
Line(53) = {53, 149};
Line(54) = {54, 176};
Line(55) = {55, 118};
Line(56) = {56, 188};
Line(57) = {57, 189};
Line(58) = {58, 190};
Line(59) = {59, 122};
Line(60) = {60, 123};
Line(61) = {61, 124};
Line(62) = {62, 191};
Line(63) = {63, 192};
Line(64) = {64, 155};
Line(65) = {75, 147};
Line(66) = {65, 128};
Line(67) = {67, 193};
Line(68) = {66, 129};
Line(69) = {128, 129};
Line(70) = {68, 194};
Line(71) = {82, 163};
Line(72) = {130, 131};
Line(73) = {94, 192};
Line(74) = {69, 132};
Line(75) = {83, 132};
Line(76) = {132, 195};
Line(77) = {84, 196};
Line(78) = {133, 134};
Line(79) = {97, 134};
Line(80) = {134, 135};
Line(81) = {131, 135};
Line(82) = {70, 136};
Line(83) = {88, 194};
Line(84) = {136, 172};
Line(85) = {89, 193};
Line(86) = {71, 173};
Line(87) = {136, 197};
Line(88) = {138, 169};
Line(89) = {137, 139};
Line(90) = {72, 174};
Line(91) = {87, 143};
Line(92) = {73, 199};
Line(93) = {76, 141};
Line(94) = {141, 142};
Line(95) = {127, 200};
Line(96) = {142, 143};
Line(97) = {140, 179};
Line(98) = {74, 201};
Line(99) = {92, 202};
Line(100) = {144, 145};
Line(101) = {113, 203};
Line(102) = {145, 146};
Line(103) = {119, 146};
Line(104) = {146, 147};
Line(105) = {142, 147};
Line(106) = {141, 148};
Line(107) = {114, 204};
Line(108) = {148, 149};
Line(109) = {116, 200};
Line(110) = {149, 150};
Line(111) = {127, 150};
Line(112) = {77, 151};
Line(113) = {112, 151};
Line(114) = {151, 198};
Line(115) = {148, 152};
Line(116) = {152, 153};
Line(117) = {117, 153};
Line(118) = {153, 154};
Line(119) = {150, 154};
Line(120) = {78, 155};
Line(121) = {154, 155};
Line(122) = {79, 156};
Line(123) = {85, 156};
Line(124) = {156, 157};
Line(125) = {135, 205};
Line(126) = {132, 158};
Line(127) = {130, 158};
Line(128) = {133, 159};
Line(129) = {130, 159};
Line(130) = {156, 182};
Line(131) = {101, 205};
Line(132) = {160, 161};
Line(133) = {102, 206};
Line(134) = {161, 162};
Line(135) = {111, 162};
Line(136) = {162, 163};
Line(137) = {159, 195};
Line(138) = {86, 184};
Line(139) = {105, 164};
Line(140) = {138, 207};
Line(141) = {139, 165};
Line(142) = {165, 166};
Line(143) = {140, 166};
Line(144) = {165, 167};
Line(145) = {166, 167};
Line(146) = {90, 168};
Line(147) = {137, 168};
Line(148) = {168, 169};
Line(149) = {139, 169};
Line(150) = {169, 207};
Line(151) = {167, 170};
Line(152) = {91, 171};
Line(153) = {128, 171};
Line(154) = {171, 172};
Line(155) = {168, 172};
Line(156) = {172, 197};
Line(157) = {138, 173};
Line(158) = {173, 174};
Line(159) = {170, 174};
Line(160) = {144, 175};
Line(161) = {151, 208};
Line(162) = {175, 199};
Line(163) = {153, 188};
Line(164) = {93, 209};
Line(165) = {175, 201};
Line(166) = {95, 178};
Line(167) = {177, 190};
Line(168) = {96, 179};
Line(169) = {143, 204};
Line(170) = {100, 180};
Line(171) = {157, 180};
Line(172) = {103, 181};
Line(173) = {157, 181};
Line(174) = {181, 182};
Line(175) = {160, 182};
Line(176) = {104, 183};
Line(177) = {181, 183};
Line(178) = {106, 184};
Line(179) = {164, 184};
Line(180) = {145, 202};
Line(181) = {121, 185};
Line(182) = {152, 186};
Line(183) = {146, 203};
Line(184) = {115, 187};
Line(185) = {142, 210};
Line(186) = {186, 188};
Line(187) = {176, 188};
Line(188) = {120, 189};
Line(189) = {178, 189};
Line(190) = {185, 190};
Line(191) = {189, 190};
Line(192) = {125, 191};
Line(193) = {180, 191};
Line(194) = {126, 192};
Line(195) = {191, 192};
Line(196) = {171, 193};
Line(197) = {137, 193};
Line(198) = {158, 194};
Line(199) = {136, 194};
Line(200) = {133, 195};
Line(201) = {163, 195};
Line(202) = {133, 206};
Line(203) = {160, 196};
Line(204) = {138, 197};
Line(205) = {173, 197};
Line(206) = {141, 198};
Line(207) = {152, 198};
Line(208) = {198, 211};
Line(209) = {176, 199};
Line(210) = {187, 200};
Line(211) = {149, 200};
Line(212) = {144, 201};
Line(213) = {177, 201};
Line(214) = {144, 202};
Line(215) = {185, 209};
Line(216) = {145, 203};
Line(217) = {186, 211};
Line(218) = {148, 210};
Line(219) = {179, 204};
Line(220) = {183, 205};
Line(221) = {196, 205};
Line(222) = {161, 206};
Line(223) = {196, 206};
Line(224) = {165, 207};
Line(225) = {170, 207};
Line(226) = {175, 208};
Line(227) = {203, 208};
Line(228) = {177, 209};
Line(229) = {202, 209};
Line(230) = {187, 210};
Line(231) = {204, 210};
Line(232) = {199, 211};
Line(233) = {208, 211};
Line(300) = {300,87};
Line(301) = {87,301};
Line(310) = {301, 86};
Line(311) = {86, 302};
Line(320) = {302, 23};
Line(321) = {23, 69};
Line(322) = {69, 68};
Line(323) = {68, 71};
Line(324) = {71,303};
Line(330) = {303, 24};
Line(331) = {24, 300};
Line Loop(51) = {300,301,310,311,320,321,322,323,324,330,331}; //310, 311, 320, 321, 330, 331};
Plane Surface(51) = {51};
Line{1:233} In Surface{51};
Transfinite Line {134, 132} = 5 Using Progression 1;
Transfinite Line {223} = 3 Using Progression 1;
Transfinite Line {134} = 12 Using Progression 1;
Transfinite Line {198} = 9 Using Progression 1.2;
Transfinite Line {127,123} = 7 Using Progression 0.8;
Transfinite Line {179, 132, 175, 177, 193, 73, 213, 229, 180, 214, 100, 226, 227, 97} = 7 Using Progression 1;
Transfinite Line {69,130,175,195,173} = 5 Using Bump 0.5;
Transfinite Line {171} = 7 Using Bump 0.5;
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