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ConSol/ConSol/Examples/HybridTest/Nozzle/nozzle1_bref3_test.geo
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// Variables
Boxdim = 16.9;
N = 2*28*2;
M = N;
N0 = 3;
gridsizeX = 0.5;
gridsizeY = 0.5;
gridsizeXb = 0.499772727272727;
If (gridsizeX < gridsizeY)
gridsize = gridsizeX;
Else
gridsize = gridsizeY;
EndIf
gridsize = 1.5;
D = 10;
X0 = 0;
X1 = 109.95;
X2 = 152.8-9;
X3 = 152.8;
X4 = 203.51;
X5 = 25*D;
X6 = -5*D;
Y0 = 0;
Y1 = 25.0705074;
Y2 = 25;
Y3 = Y1+12.5;
Y4 = 63.5;
Y5 = 10*D;
X101 = 154;
X102 = 112;
X103 = 206-0*gridsizeX;
X104 = 82;
Y101 = 14;
Y102 = 46;
Y103 = Y4+N0*gridsizeY;
Y104 = 54;
Nx0 = 220-N0;
Nx0b = 224;
Nx1 = 84-N0;
Nx2 = 104-N0;
Nx3 =88-N0;
Nx4 = 100-N0;
Ny0 = 28;
Ny1 = 64-N0;
Ny2 = 25;
Ny4 = 38-N0;
//Ny5 = 14;
Ny5 = 70-N0;
// Points
Point(1) = {X0,Y0,0, gridsize};
Point(2) = {X4,Y0,0, gridsize};
Point(222) = {X103,Y0,0, gridsize/2};
Point(3) = {X1,Y1,0, gridsize};
Point(4) = {X0,Y1,0, gridsize};
Point(5) = {X0,Y3,0, gridsize};
Point(6) = {X0,Y4,0, gridsize};
Point(7) = {X3,Y2,0, gridsize};
Point(8) = {X2,Y2,0, gridsize};
Point(9) = {X1, Y3,0, gridsize};
Point(10) = {X5, Y0, 0, gridsize};
Point(11) = {X5, Y5, 0, gridsize};
Point(12) = {X0, Y5,0, gridsize};
Point(13) = {X6, Y5,0, gridsize};
Point(14) = {X6, Y4,0, gridsize};
Point(101) = {X103 +N0*gridsizeX,Y0,0, gridsize};
Point(102) = {X5,Y101,0, gridsize};
Point(103) = {X5,Y101+N0*gridsizeY,0, gridsize};
Point(104) = {X5,Y2,0, gridsize};
Point(105) = {X5,Y2+N0*gridsizeY, gridsize};
Point(106) = {X5,Y102,0, gridsize};
Point(107) = {X5,Y102+N0*gridsizeY,0, gridsize};
Point(108) = {X5,Y103,0, gridsize};
Point(109) = {X5,Y103+N0*gridsizeY,0, gridsize};
Point(110) = {X103 +N0*gridsizeX,Y5,0, gridsize};
Point(111) = {X103,Y5,0, gridsize};
Point(112) = {X101+N0*gridsizeX,Y5,0, gridsize};
Point(113) = {X101,Y5,0, gridsize};
Point(114) = {X102 +N0*gridsizeX,Y5,0, gridsize};
Point(115) = {X102,Y5,0, gridsize};
Point(116) = {X0-N0*gridsizeX, Y5,0, gridsize};
Point(117) = {X6,Y103+N0*gridsizeY,0, gridsize};
Point(118) = {X6,Y103,0, gridsize};
Point(119) = {X0-N0*gridsizeX,Y4,0, gridsize};
Point(120) = {X1-N0*gridsizeXb,Y1,0, gridsize};
Point(121) = {X1-N0*gridsizeXb, Y3,0, gridsize};
Point(122) = {X101,Y101,0, gridsize};
Point(123) = {X101 +N0*gridsizeX,Y101,0, gridsize};
Point(124) = {X101 +N0*gridsizeX,Y101+N0*gridsizeY,0, gridsize};
Point(125) = {X101,Y101+N0*gridsizeY,0, gridsize};
Point(126) = {X103,Y101,0, gridsize};
Point(127) = {X103 +N0*gridsizeX,Y101,0, gridsize};
Point(128) = {X103 +N0*gridsizeX,Y101+N0*gridsizeY,0, gridsize};
Point(129) = {X103,Y101+N0*gridsizeY,0, gridsize};
Point(134) = {X103,Y2,0, gridsize};
Point(135) = {X103 +N0*gridsizeX,Y2,0, gridsize};
Point(136) = {X103 +N0*gridsizeX,Y2+N0*gridsizeY,0, gridsize};
Point(137) = {X103,Y2+N0*gridsizeY,0, gridsize};
Point(138) = {X102,Y102,0, gridsize};
Point(139) = {X102 +N0*gridsizeX,Y102,0, gridsize};
Point(140) = {X102 +N0*gridsizeX,Y102+N0*gridsizeY,0, gridsize};
Point(141) = {X102,Y102+N0*gridsizeY,0, gridsize};
Point(142) = {X101,Y102,0, gridsize};
Point(143) = {X101 +N0*gridsizeX,Y102,0, gridsize};
Point(144) = {X101 +N0*gridsizeX,Y102+N0*gridsizeY,0, gridsize};
Point(145) = {X101,Y102+N0*gridsizeY,0, gridsize};
Point(146) = {X103,Y102,0, gridsize};
Point(147) = {X103 +N0*gridsizeX,Y102,0, gridsize};
Point(148) = {X103 +N0*gridsizeX,Y102+N0*gridsizeY,0, gridsize};
Point(149) = {X103,Y102+N0*gridsizeY,0, gridsize};
Point(150) = {X0 - N0*gridsizeX,Y103,0, gridsize};
Point(151) = {X0,Y103,0, gridsize};
Point(152) = {X0 ,Y103+N0*gridsizeY,0, gridsize};
Point(153) = {X0 - N0*gridsizeX,Y103+N0*gridsizeY,0, gridsize};
Point(154) = {X102,Y103,0, gridsize};
Point(155) = {X102 +N0*gridsizeX,Y103,0, gridsize};
Point(156) = {X102 +N0*gridsizeX,Y103+N0*gridsizeY,0, gridsize};
Point(157) = {X102,Y103+N0*gridsizeY,0, gridsize};
Point(158) = {X101,Y103,0, gridsize};
Point(159) = {X101 +N0*gridsizeX,Y103,0, gridsize};
Point(160) = {X101 +N0*gridsizeX,Y103+N0*gridsizeY,0, gridsize};
Point(161) = {X101,Y103+N0*gridsizeY,0, gridsize};
Point(162) = {X103,Y103,0, gridsize};
Point(163) = {X103 +N0*gridsizeX,Y103,0, gridsize};
Point(164) = {X103 +N0*gridsizeX,Y103+N0*gridsizeY,0, gridsize};
Point(165) = {X103,Y103+N0*gridsizeY,0, gridsize};
Point(301) = {X104,Y104,0,gridsize};
Point(302) = {X104+N0*gridsizeX,Y104,0,gridsize};
Point(303) = {X104+N0*gridsizeX,Y104+N0*gridsizeY,0,gridsize};
Point(304) = {X104,Y104+N0*gridsizeY,0,gridsize};
Point(305) = {X104,Y103,0,gridsize};
Point(306) = {X104+N0*gridsizeX,Y103,0,gridsize};
Point(307) = {X104+N0*gridsizeX,Y103+N0*gridsizeY,0,gridsize};
Point(308) = {X104,Y103+N0*gridsizeY,0,gridsize};
Point(309) = {X104,Y5,0,gridsize};
Point(310) = {X104+N0*gridsizeX,Y5,0,gridsize};
Point(1002) = {2.30704, 63.4917, 0, gridsize};
Point(1003) = {4.61396, 63.467, 0, gridsize};
Point(1004) = {6.92065, 63.4257, 0, gridsize};
Point(1005) = {9.22698, 63.368, 0, gridsize};
Point(1006) = {11.5328, 63.2937, 0, gridsize};
Point(1007) = {13.8381, 63.2029, 0, gridsize};
Point(1008) = {16.1427, 63.0957, 0, gridsize};
Point(1009) = {18.4464, 62.972, 0, gridsize};
Point(1010) = {20.7492, 62.8318, 0, gridsize};
Point(1011) = {23.0509, 62.6751, 0, gridsize};
Point(1012) = {25.3515, 62.5019, 0, gridsize};
Point(1013) = {27.6507, 62.3123, 0, gridsize};
Point(1014) = {29.9486, 62.1063, 0, gridsize};
Point(1015) = {32.2449, 61.8838, 0, gridsize};
Point(1016) = {34.5395, 61.6449, 0, gridsize};
Point(1017) = {36.8324, 61.3896, 0, gridsize};
Point(1018) = {39.1234, 61.1179, 0, gridsize};
Point(1019) = {41.4124, 60.8298, 0, gridsize};
Point(1020) = {43.6993, 60.5253, 0, gridsize};
Point(1021) = {45.9839, 60.2045, 0, gridsize};
Point(1022) = {48.2662, 59.8674, 0, gridsize};
Point(1023) = {50.546, 59.5139, 0, gridsize};
Point(1024) = {52.8232, 59.1441, 0, gridsize};
Point(1025) = {55.0978, 58.7581, 0, gridsize};
Point(1026) = {57.3695, 58.3558, 0, gridsize};
Point(1027) = {59.6382, 57.9372, 0, gridsize};
Point(1028) = {61.9039, 57.5024, 0, gridsize};
Point(1029) = {64.1665, 57.0514, 0, gridsize};
Point(1030) = {66.4258, 56.5843, 0, gridsize};
Point(1031) = {68.6816, 56.101, 0, gridsize};
Point(1032) = {70.934, 55.6015, 0, gridsize};
Point(1033) = {73.1827, 55.086, 0, gridsize};
Point(1034) = {75.4277, 54.5544, 0, gridsize};
Point(1035) = {77.6688, 54.0067, 0, gridsize};
Point(1036) = {79.9059, 53.4431, 0, gridsize};
Point(1037) = {82.1389, 52.8634, 0, gridsize};
Point(1038) = {84.3678, 52.2678, 0, gridsize};
Point(1039) = {86.5923, 51.6562, 0, gridsize};
Point(1040) = {88.8124, 51.0288, 0, gridsize};
Point(1041) = {91.0279, 50.3854, 0, gridsize};
Point(1042) = {93.2388, 49.7263, 0, gridsize};
Point(1043) = {95.4449, 49.0513, 0, gridsize};
Point(1044) = {97.6462, 48.3606, 0, gridsize};
Point(1045) = {99.8424, 47.6541, 0, gridsize};
Point(1046) = {102.034, 46.932, 0, gridsize};
Point(1047) = {104.219, 46.1942, 0, gridsize};
Point(1048) = {106.4, 45.4407, 0, gridsize};
Point(1049) = {108.575, 44.6717, 0, gridsize};
Point(1050) = {110.745, 43.8872, 0, gridsize};
Point(1051) = {112.909, 43.0871, 0, gridsize};
Point(1052) = {115.067, 42.2716, 0, gridsize};
Point(1053) = {117.219, 41.4407, 0, gridsize};
Point(1054) = {119.365, 40.5944, 0, gridsize};
Point(1055) = {121.505, 39.7327, 0, gridsize};
Point(1056) = {123.639, 38.8558, 0, gridsize};
Point(1057) = {125.767, 37.9636, 0, gridsize};
Point(1058) = {127.888, 37.0563, 0, gridsize};
Point(1059) = {130.002, 36.1337, 0, gridsize};
Point(1060) = {132.11, 35.1961, 0, gridsize};
Point(1061) = {134.211, 34.2434, 0, gridsize};
Point(1062) = {136.306, 33.2757, 0, gridsize};
Point(1063) = {138.393, 32.2931, 0, gridsize};
Point(1064) = {140.473, 31.2955, 0, gridsize};
Point(1065) = {142.546, 30.2831, 0, gridsize};
Point(1066) = {144.612, 29.2559, 0, gridsize};
Point(1067) = {146.67, 28.2139, 0, gridsize};
Point(1068) = {148.721, 27.1572, 0, gridsize};
Point(1069) = {150.764, 26.0859, 0, gridsize};
//Lines
Line(101) = {1,2};
Line(102) = {222,101};
Line(103) = {101,10};
Line(104) = {10,102};
Line(105) = {102,103};
Line(106) = {103,106};
//Line(107) = {104,105};
//Line(108) = {105,106};
Line(109) = {106,107};
Line(110) = {107,108};
Line(111) = {108,109};
Line(112) = {109,11};
Line(113) = {110,11};
Line(114) = {111,110};
Line(115) = {112,111};
Line(116) = {113,112};
Line(117) = {114,113};
Line(118) = {115,114};
Line(119) = {12,115};
Line(120) = {116,12};
Line(121) = {13,116};
Line(122) = {117,13};
Line(123) = {118,117};
Line(124) = {14,118};
Line(125) = {14,119};
Line(126) = {119,6};
Line(127) = {5,6};
Line(128) = {4,5};
Line(129) = {1,4};
Line(130) = {4,120};
Line(131) = {5,121};
Line(132) = {9,8};
Line(133) = {8,7};
Line(134) = {3,2};
Line(135) = {120,3};
Line(136) = {121,9};
//Line(137) = {118,154};
Line(137) = {118,150};
//Line(138) = {117,157};
Line(138) = {117,153};
Line(139) = {151,154};
Line(140) = {152,157};
Line(141) = {139,142};
Line(142) = {140,145};
Line(143) = {155,158};
Line(144) = {156,161};
Line(145) = {123,126};
Line(146) = {124,129};
//Line(147) = {131,134};
//Line(148) = {132,137};
Line(149) = {143,146};
Line(150) = {144,149};
Line(151) = {159,162};
Line(152) = {160,165};
Line(153) = {127,102};
Line(154) = {128,103};
//Line(155) = {135,104};
//Line(156) = {136,105};
Line(157) = {147,106};
Line(158) = {148,107};
Line(159) = {163,108};
Line(160) = {164,109};
Line(161) = {119,150};
Line(162) = {6,151};
Line(163) = {153,116};
Line(164) = {152,12};
Line(165) = {120,121};
Line(166) = {3,9};
Line(167) = {141,154};
Line(168) = {140,155};
Line(169) = {157,115};
Line(170) = {156,114};
Line(171) = {125,142};
Line(172) = {124,143};
//Line(173) = {133,142};
//Line(174) = {132,143};
Line(175) = {145,158};
Line(176) = {144,159};
Line(177) = {161,113};
Line(178) = {160,112};
Line(179) = {222,126};
Line(180) = {101,127};
Line(181) = {129,146};
Line(182) = {128,147};
//Line(183) = {137,146};
//Line(184) = {136,147};
Line(185) = {149,162};
Line(186) = {148,163};
Line(187) = {165,111};
Line(188) = {164,110};
Line(189) = {150,151};
Line(190) = {151,152};
Line(191) = {153,152};
Line(192) = {150,153};
Line(193) = {138,139};
Line(194) = {139,140};
Line(195) = {141,140};
Line(196) = {138,141};
Line(197) = {154,155};
Line(198) = {155,156};
Line(199) = {157,156};
Line(200) = {154,157};
Line(201) = {122,123};
Line(202) = {123,124};
Line(203) = {125,124};
Line(204) = {122,125};
//Line(205) = {130,131};
//Line(206) = {131,132};
//Line(207) = {133,132};
//Line(208) = {130,133};
Line(209) = {142,143};
Line(210) = {143,144};
Line(211) = {145,144};
Line(212) = {142,145};
Line(213) = {158,159};
Line(214) = {159,160};
Line(215) = {161,160};
Line(216) = {158,161};
Line(217) = {126,127};
Line(218) = {127,128};
Line(219) = {129,128};
Line(220) = {126,129};
//Line(221) = {134,135};
//Line(222) = {135,136};
//Line(223) = {137,136};
//Line(224) = {134,137};
Line(225) = {146,147};
Line(226) = {147,148};
Line(227) = {149,148};
Line(228) = {146,149};
Line(229) = {162,163};
Line(230) = {163,164};
Line(231) = {165,164};
Line(232) = {162,165};
Line(301) = {2,222};
Line(1001) = {6, 1002};
Line(1002) = {1002, 1003};
Line(1003) = {1003, 1004};
Line(1004) = {1004, 1005};
Line(1005) = {1005, 1006};
Line(1006) = {1006, 1007};
Line(1007) = {1007, 1008};
Line(1008) = {1008, 1009};
Line(1009) = {1009, 1010};
Line(1010) = {1010, 1011};
Line(1011) = {1011, 1012};
Line(1012) = {1012, 1013};
Line(1013) = {1013, 1014};
Line(1014) = {1014, 1015};
Line(1015) = {1015, 1016};
Line(1016) = {1016, 1017};
Line(1017) = {1017, 1018};
Line(1018) = {1018, 1019};
Line(1019) = {1019, 1020};
Line(1020) = {1020, 1021};
Line(1021) = {1021, 1022};
Line(1022) = {1022, 1023};
Line(1023) = {1023, 1024};
Line(1024) = {1024, 1025};
Line(1025) = {1025, 1026};
Line(1026) = {1026, 1027};
Line(1027) = {1027, 1028};
Line(1028) = {1028, 1029};
Line(1029) = {1029, 1030};
Line(1030) = {1030, 1031};
Line(1031) = {1031, 1032};
Line(1032) = {1032, 1033};
Line(1033) = {1033, 1034};
Line(1034) = {1034, 1035};
Line(1035) = {1035, 1036};
Line(1036) = {1036, 1037};
Line(1037) = {1037, 1038};
Line(1038) = {1038, 1039};
Line(1039) = {1039, 1040};
Line(1040) = {1040, 1041};
Line(1041) = {1041, 1042};
Line(1042) = {1042, 1043};
Line(1043) = {1043, 1044};
Line(1044) = {1044, 1045};
Line(1045) = {1045, 1046};
Line(1046) = {1046, 1047};
Line(1047) = {1047, 1048};
Line(1048) = {1048, 1049};
Line(1049) = {1049, 1050};
Line(1050) = {1050, 1051};
Line(1051) = {1051, 1052};
Line(1052) = {1052, 1053};
Line(1053) = {1053, 1054};
Line(1054) = {1054, 1055};
Line(1055) = {1055, 1056};
Line(1056) = {1056, 1057};
Line(1057) = {1057, 1058};
Line(1058) = {1058, 1059};
Line(1059) = {1059, 1060};
Line(1060) = {1060, 1061};
Line(1061) = {1061, 1062};
Line(1062) = {1062, 1063};
Line(1063) = {1063, 1064};
Line(1064) = {1064, 1065};
Line(1065) = {1065, 1066};
Line(1066) = {1066, 1067};
Line(1067) = {1067, 1068};
Line(1068) = {1068, 1069};
Line(1069) = {1069, 7};
Line Loop(1) = {130,165,-131,-128};
Line Loop(2) = {135,166,-136,-165};
Line Loop(3) = {-133,-132,-166,134,301,179,-145,-201,204,171,-141,-193,196,167,-139,-162, 1001,1002,1003,1004,1005,1006,1007,1008,1009,1010,1011,1012,1013,1014,1015,1016,1017,1018,1019,1020,1021,1022,1023,1024,1025,1026,1027,1028,1029,1030,1031,1032,1033,1034,1035,1036,1037,1038,1039,1040,1041,1042,1043,1044,1045,1046,1047,1048,1049,1050,1051,1052,1053,1054,1055,1056,1057,1058,1059,1060,1061,1062,1063,1064,1065,1066,1067,1068,1069};
//Line Loop(3) = {-133,-132,-166,134,301,179,-145,-201,204,171,208,173,-141,-193,196,167,-139,-162,1001,1002,1003,1004,1005,1006,1007,1008,1009,1010,1011,1012,1013,1014,1015,1016,1017,1018,1019,1020,1021,1022,1023,1024,1025,1026,1027,1028,1029,1030,1031,1032,1033,1034,1035,1036,1037,1038,1039,1040,1041,1042,1043,1044,1045,1046,1047,1048,1049,1050,1051,1052,1053,1054,1055,1056,1057,1058,1059,1060,1061,1062,1063,1064,1065,1066,1067,1068,1069,1070,1071,1072,1073,1074,1075,1076,1077,1078,1079,1080,1081,1082,1083,1084,1085,1086,1087,1088,1089,1090,1091,1092,1093,1094,1095,1096,1097,1098,1099,1100,1101,1102,1103,1104,1105,1106,1107,1108,1109,1110,1111,1112,1113,1114,1115,1116,1117,1118,1119,1120,1121,1122,1123,1124,1125,1126,1127,1128,1129,1130,1131,1132,1133,1134,1135,1136,1137,1138,1139,1140,1141,1142,1143,1144,1145,1146,1147,1148,1149};
Line Loop(4) = {125,161,-137,-124};
Line Loop(5) = {137,192,-138,-123};
Line Loop(6) = {138,163,-121,-122};
Line Loop(7) = {126,162,-189,-161};
Line Loop(8) = {189,190,-191,-192};
Line Loop(9) = {191,164,-120,-163};
Line Loop(10) = {139,200,-140,-190};
Line Loop(11) = {140,169,-119,-164};
Line Loop(12) = {193,194,-195,-196};
Line Loop(13) = {195,168,-197,-167};
Line Loop(14) = {197,198,-199,-200};
Line Loop(15) = {199,170,-118,-169};
Line Loop(16) = {141,212,-142,-194};
Line Loop(17) = {142,175,-143,-168};
Line Loop(18) = {143,216,-144,-198};
Line Loop(19) = {144,177,-117,-170};
Line Loop(20) = {201,202,-203,-204};
Line Loop(21) = {203,172,-209,-171};
//Line Loop(22) = {205,206,-207,-208};
//Line Loop(23) = {207,174,-209,-173};
Line Loop(24) = {209,210,-211,-212};
Line Loop(25) = {211,176,-213,-175};
Line Loop(26) = {213,214,-215,-216};
Line Loop(27) = {215,178,-116,-177};
Line Loop(28) = {145,220,-146,-202};
Line Loop(29) = {146,181,-149,-172};
//Line Loop(30) = {147,224,-148,-206};
//Line Loop(31) = {148,183,-149,-174};
Line Loop(32) = {149,228,-150,-210};
Line Loop(33) = {150,185,-151,-176};
Line Loop(34) = {151,232,-152,-214};
Line Loop(35) = {152,187,-115,-178};
Line Loop(36) = {102,180,-217,-179};
Line Loop(37) = {217,218,-219,-220};
Line Loop(38) = {219,182,-225,-181};
//Line Loop(39) = {221,222,-223,-224};
//Line Loop(40) = {223,184,-225,-183};
Line Loop(41) = {225,226,-227,-228};
Line Loop(42) = {227,186,-229,-185};
Line Loop(43) = {229,230,-231,-232};
Line Loop(44) = {231,188,-114,-187};
Line Loop(45) = {103,104,-153,-180};
Line Loop(46) = {153,105,-154,-218};
Line Loop(47) = {154,106,-157,-182};
//Line Loop(48) = {155,107,-156,-222};
//Line Loop(49) = {156,108,-157,-184};
Line Loop(50) = {157,109,-158,-226};
Line Loop(51) = {158,110,-159,-186};
Line Loop(52) = {159,111,-160,-230};
Line Loop(53) = {160,112,-113,-188};
Plane Surface(1) = {1};
Plane Surface(2) = {2};
Plane Surface(3) = {3};
Plane Surface(4) = {4};
Plane Surface(5) = {5};
Plane Surface(6) = {6};
Plane Surface(7) = {7};
Plane Surface(8) = {8};
Plane Surface(9) = {9};
Plane Surface(10) = {10};
Plane Surface(11) = {11};
Plane Surface(12) = {12};
Plane Surface(13) = {13};
Plane Surface(14) = {14};
Plane Surface(15) = {15};
Plane Surface(16) = {16};
Plane Surface(17) = {17};
Plane Surface(18) = {18};
Plane Surface(19) = {19};
Plane Surface(20) = {20};
Plane Surface(21) = {21};
Plane Surface(24) = {24};
Plane Surface(25) = {25};
Plane Surface(26) = {26};
Plane Surface(27) = {27};
Plane Surface(28) = {28};
Plane Surface(29) = {29};
Plane Surface(32) = {32};
Plane Surface(33) = {33};
Plane Surface(34) = {34};
Plane Surface(35) = {35};
Plane Surface(36) = {36};
Plane Surface(37) = {37};
Plane Surface(38) = {38};
Plane Surface(41) = {41};
Plane Surface(42) = {42};
Plane Surface(43) = {43};
Plane Surface(44) = {44};
Plane Surface(45) = {45};
Plane Surface(46) = {46};
Plane Surface(47) = {47};
Plane Surface(50) = {50};
Plane Surface(51) = {51};
Plane Surface(52) = {52};
Plane Surface(53) = {53};
Physical Surface("tri_0") = {3};
Physical Surface("qdr_0") = {1};
Physical Surface("qdr_1") = {6};
Physical Surface("qdr_2") = {17};
Physical Surface("qdr_3") = {19};
Physical Surface("qdr_4") = {29};
Physical Surface("qdr_5") = {33};
Physical Surface("qdr_6") = {35};
Physical Surface("qdr_7") = {45};
Physical Surface("qdr_8") = {47};
Physical Surface("qdr_9") = {51};
Physical Surface("qdr_10") = {53};
Physical Surface("qdr_11") = {11};
Physical Surface("qdr_12") = {4};
Physical Surface("mid_0") = {2};
Physical Surface("mid_1") = {36};
Physical Surface("mid_2") = {28};
Physical Surface("mid_3") = {21};
Physical Surface("mid_4") = {16};
Physical Surface("mid_5") = {13};
Physical Surface("mid_7") = {7};
Physical Surface("mid_8") = {10};
Physical Surface("q2q_1") = {18};
Physical Surface("q2q_2") = {32};
Physical Surface("q2q_3") = {34};
Physical Surface("q2q_4") = {46};
Physical Surface("q2q_5") = {50};
Physical Surface("q2q_6") = {52};
Physical Surface("q2q_7") = {15};
Physical Surface("q2q_8") = {25};
Physical Surface("q2q_9") = {27};
Physical Surface("q2q_10") = {38};
Physical Surface("q2q_11") = {42};
Physical Surface("q2q_12") = {44};
Physical Surface("q2q_13") = {9};
Physical Surface("q2q_14") = {5};
Physical Surface("rst_1") = {12};
Physical Surface("rst_2") = {14};
Physical Surface("rst_3") = {20};
Physical Surface("rst_4") = {24};
Physical Surface("rst_5") = {37};
Physical Surface("rst_6") = {8};
Physical Surface("rsq_1") = {26};
Physical Surface("rsq_2") = {41};
Physical Surface("rsq_3") = {43};
Physical Line("inflow") = {128};
Physical Line("outflow") = {104,105,106,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124};
Physical Line("slipWall") = {301,102,103,130,131,135,136,132,133,134,125,126, 1001,1002,1003,1004,1005,1006,1007,1008,1009,1010,1011,1012,1013,1014,1015,1016,1017,1018,1019,1020,1021,1022,1023,1024,1025,1026,1027,1028,1029,1030,1031,1032,1033,1034,1035,1036,1037,1038,1039,1040,1041,1042,1043,1044,1045,1046,1047,1048,1049,1050,1051,1052,1053,1054,1055,1056,1057,1058,1059,1060,1061,1062,1063,1064,1065,1066,1067,1068,1069};
Physical Line("t2i") = {137,139,167,141,162,173,171,145,179,166};
Physical Line("q2q") = {137,138,163,164,169,170,177,178,187,188,175,176,185,186,183,184,181,182, 143,144,147,148,149,150,151,152,153,154,155,156,157,158,159,160, 213,214,215,216,229,230,231,232,225,226,227,228,221,222,223,224};
Physical Line("q2i") = {140,161,168,142,174,172,146,180,165,189,190,191,192,197,198,199,200,193,194,195,196,209,210,211,212,205,206,207,208,201,202,203,204,217,218,219,220};
Transfinite Curve{130,131} = Nx0+1;
Transfinite Curve{139,140,119} = Nx0b + 1;
Transfinite Curve{141,142,143,144,117} = Nx1+1;
Transfinite Curve{132} = Nx1*1+1;
Transfinite Curve{133} = Nx1/4+1;
Transfinite Curve{134} = Nx1*1 + Nx2+20;
Transfinite Curve{145,146,147,148,149,150,151,152,115} = Nx2+1;
Transfinite Curve{103,153,154,155,156,157,158,159,160,113} = Nx3+1;
Transfinite Curve{121,137,138,125} = Nx4+1;
Transfinite Curve{301} = 1+1;
Transfinite Curve{125} = Nx4+1;
//Transfinite Curve{137,138,119} = Nx4 + Nx0b + N0 +1;
Transfinite Curve{179,180,104} = Ny0+1;
Transfinite Curve{171,172,181,182,106} = Ny1+1;
Transfinite Curve{128,165,166} = Ny2+1;
Transfinite Curve{167,168,175,176,185,186,110} = Ny4+1;
Transfinite Curve{122,163,164,169,170,177,178,187,188,112} = Ny5+1;
Transfinite Curve{126,189,191,120,135,136,193,195,197,199,118,201,203,205,207,209,211,213,215,116,102,217,219,221,223,225,227,229,231,114,124,161,162,123,192,190,200,198,216,214,232,230,111,196,194,212,210,228,226,109,208,206,224,222,107,204,202,220,218,105} = N0+1;
Transfinite Surface{1,2,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53};
Recombine Surface{1,2,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53};
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