[Gmsh] bug-report
Christophe Geuzaine
cag32 at case.edu
Sat Jan 28 00:30:05 CET 2006
Bernhard Stoevesandt wrote:
> hi,
>
> now what's this again? it just gave me this bug message and not much
> else when i tried to do the 2D mesh for the attached geometry.
>
Strange: works fine here with both the old and new isotropic algo. Have
you tried "gmsh -algo tri"?
> bernhard stoevesandt
>
>
> ------------------------------------------------------------------------
>
> //Gmesh input File created by Gmeshgen.pl
> //Inputfile was: fx79.new
>
> //FX 79-W-151 A
>
> Point(1) = {0.763606902355199,-0.158041635428579, 0, 0.00271347969513562};
> Point(2) = {0.766236084045183,-0.158712735791391, 0, 0.0020605018588186};
> Point(3) = {0.765797973350687,-0.161531890366762, 0, 0.00270149502050308};
> Point(4) = {0.765400455053592,-0.164050715331594, 0, 0.00254999999999974};
> Point(5) = {0.765002936756496,-0.166569540296431, 0, 0.00194819636564901};
> Point(6) = {0.762288514743768,-0.166395433614162, 0, 0.00176719475167069};
> Point(7) = {0.761474895244979,-0.166357804011532, 0, 0.00207410826897122};
> Point(8) = {0.758147972223231,-0.166143227188228, 0, 0.00440120940206023};
> Point(9) = {0.752723405275418,-0.165412288218001, 0, 0.00643981256881126};
> Point(10) = {0.745369862658196,-0.16452933139555, 0, 0.00845457518438337};
> Point(11) = {0.73591728849507,-0.16354847359233, 0, 0.0105606248591449};
> Point(12) = {0.724354070977655,-0.16242132529915, 0, 0.0126168643100332};
> Point(13) = {0.710826104297432,-0.160870127903037, 0, 0.0145618435210937};
> Point(14) = {0.695447539162319,-0.158871456943809, 0, 0.0164249152870642};
> Point(15) = {0.678251370502554,-0.156627712677983, 0, 0.0182299290082375};
> Point(16) = {0.659303412403576,-0.154083623672958, 0, 0.0199714725052416};
> Point(17) = {0.638674389212777,-0.151233140581962, 0, 0.0216294517978396};
> Point(18) = {0.616459394312112,-0.148106763788493, 0, 0.0231875446115454};
> Point(19) = {0.592762366374038,-0.144695934810023, 0, 0.0246453657326331};
> Point(20) = {0.567677707449524,-0.141041126151206, 0, 0.025998763912095};
> Point(21) = {0.54131595285352,-0.137145475505895, 0, 0.0272477176115154};
> Point(22) = {0.513772906652283,-0.133039569355355, 0, 0.0283825419681155};
> Point(23) = {0.485178045952978,-0.128730598019354, 0, 0.0293873958710011};
> Point(24) = {0.45566268797186,-0.124226021305379, 0, 0.0302666624199772};
> Point(25) = {0.425347841818609,-0.119531136653648, 0, 0.0310193247585316};
> Point(26) = {0.394368508539817,-0.114643871147223, 0, 0.0316352656372012};
> Point(27) = {0.362861048884268,-0.109603355606209, 0, 0.0321218857431036};
> Point(28) = {0.330941177025957,-0.104434278021005, 0, 0.0324691972117574};
> Point(29) = {0.298769479394561,-0.0991503277840863, 0, 0.0326722221894495};
> Point(30) = {0.266471451300162,-0.093778252681891, 0, 0.0327403298593833};
> Point(31) = {0.234194340235944,-0.0882982220045536, 0, 0.0326673988155172};
> Point(32) = {0.202075945682399,-0.0827394738671486, 0, 0.0324592643985525};
> Point(33) = {0.170249008869582,-0.0770995623692796, 0, 0.0321056399800027};
> Point(34) = {0.138873456682302,-0.0714021964913943, 0, 0.031611382231328};
> Point(35) = {0.108067502987036,-0.0656724773306789, 0, 0.030987810590216};
> Point(36) = {0.0779652834577567,-0.0599491595513841, 0, 0.0302311714419917};
> Point(37) = {0.0486940962098271,-0.0542491032805822, 0, 0.0293513929640203};
> Point(38) = {0.0203744731095847,-0.0485774561101993, 0, 0.0283480195057881};
> Point(39) = {-0.00686289052408929,-0.0429414923636104, 0, 0.0272174303765193};
> Point(40) = {-0.0328895169024529,-0.0373479666649818, 0, 0.0259749016796936};
> Point(41) = {-0.0575969908584299,-0.0317686175167301, 0, 0.0246307040244643};
> Point(42) = {-0.0808789266741935,-0.0262257873496225, 0, 0.023188774672267};
> Point(43) = {-0.102634212434988,-0.020699482235747, 0, 0.0216608911010509};
> Point(44) = {-0.122765716292538,-0.0151680448750061, 0, 0.0200588497202164};
> Point(45) = {-0.141170732476382,-0.00954751238768259, 0, 0.0184176076438972};
> Point(46) = {-0.157768738967055,-0.00369540398698993, 0, 0.0167547473737295};
> Point(47) = {-0.172453439971741,0.00246408409196183, 0, 0.0150580416245067};
> Point(48) = {-0.185148086914777,0.00884850992450883, 0, 0.0133481430519331};
> Point(49) = {-0.195847435408901,0.0153253697674149, 0, 0.0116559267122763};
> Point(50) = {-0.204541437788925,0.0217845236830044, 0, 0.01003657377389};
> Point(51) = {-0.211213657264597,0.0282408828565833, 0, 0.0085384253103082};
> Point(52) = {-0.215872135529581,0.0345608344114091, 0, 0.00732149449715537};
> Point(53) = {-0.218449265137252,0.0409712836908333, 0, 0.00608864090176858};
> Point(54) = {-0.218518244150481,0.046447141713896, 0, 0.00544129786086688};
> Point(55) = {-0.21620349886446,0.0516196367790198, 0, 0.00646033554639175};
> Point(56) = {-0.211288335918878,0.0571556508748616, 0, 0.00808584565417357};
> Point(57) = {-0.204351607144654,0.0626221938651907, 0, 0.00973775951791979};
> Point(58) = {-0.195301660117217,0.0682786917597971, 0, 0.011571389974073};
> Point(59) = {-0.18417012562396,0.0739489792590345, 0, 0.0133660976673087};
> Point(60) = {-0.171012138184486,0.0794424452364524, 0, 0.0150993720817131};
> Point(61) = {-0.155925865165073,0.0846366310206992, 0, 0.0167822131730493};
> Point(62) = {-0.138968391791347,0.0894308902122661, 0, 0.0184162176840272};
> Point(63) = {-0.120235970766032,0.0937393631889675, 0, 0.0199793033513182};
> Point(64) = {-0.0998257832919644,0.097464970712238, 0, 0.0214783733535044};
> Point(65) = {-0.0778168644790553,0.100514428462771, 0, 0.0229041334140404};
> Point(66) = {-0.0543294841796056,0.102802018292261, 0, 0.0242429757524494};
> Point(67) = {-0.0294759251157989,0.1042615706823, 0, 0.0254951403752846};
> Point(68) = {-0.00337747720406871,0.104777294522742, 0, 0.0266537750013473};
> Point(69) = {0.0238316122175676,0.104224818246639, 0, 0.0277188226269328};
> Point(70) = {0.0520103879469638,0.102428485185126, 0, 0.0286879997316433};
> Point(71) = {0.0809965921649878,0.0993084799728729, 0, 0.0295642171593696};
> Point(72) = {0.110659308570026,0.0949134432866918, 0, 0.0303622215007613};
> Point(73) = {0.140895281803045,0.0893282516443797, 0, 0.031078634514708};
> Point(74) = {0.171586697851973,0.0826098125834691, 0, 0.031696623846626};
> Point(75) = {0.20260755019006,0.0748265350691925, 0, 0.0322150212267772};
> Point(76) = {0.233842619146521,0.0660137095971078, 0, 0.0326169564507656};
> Point(77) = {0.265147770218937,0.0562743311250718, 0, 0.0328908456970231};
> Point(78) = {0.296413774676128,0.0457139209688675, 0, 0.0330410680968947};
> Point(79) = {0.327515581654176,0.0344316018836743, 0, 0.0330517103578986};
> Point(80) = {0.358349544795602,0.0226136480259492, 0, 0.0329237659561557};
> Point(81) = {0.388811059193057,0.0103741312721717, 0, 0.0326484149378561};
> Point(82) = {0.418765870493738,-0.00215616386179915, 0, 0.0322284928643479};
> Point(83) = {0.448112923975872,-0.0148843691288825, 0, 0.0316717567146551};
> Point(84) = {0.47672580543794,-0.0277109410048908, 0, 0.0309613459470375};
> Point(85) = {0.504510705878711,-0.0404521216278489, 0, 0.0301074545521795};
> Point(86) = {0.531365975286943,-0.0530148363041997, 0, 0.0291122394721589};
> Point(87) = {0.557192650345139,-0.0652453197993927, 0, 0.0279713827686578};
> Point(88) = {0.581873987120527,-0.077067564976464, 0, 0.0266988194408508};
> Point(89) = {0.605332063590665,-0.0883516983671614, 0, 0.025300116502609};
> Point(90) = {0.627479822875319,-0.098987677323104, 0, 0.0237821474330083};
> Point(91) = {0.648230913175361,-0.108895574593692, 0, 0.022151862021939};
> Point(92) = {0.667507217409694,-0.117977876135796, 0, 0.02041686195353};
> Point(93) = {0.685210352978279,-0.126213601039577, 0, 0.0185962532422925};
> Point(94) = {0.701287658368952,-0.133539506744571, 0, 0.01669764677176};
> Point(95) = {0.715667698019877,-0.139910161333131, 0, 0.0147176385553692};
> Point(96) = {0.728272095124694,-0.145298576076849, 0, 0.0126779627417678};
> Point(97) = {0.739059167712814,-0.149695972629647, 0, 0.0105773045316456};
> Point(98) = {0.747935408597562,-0.153100600678732, 0, 0.00844587451588343};
> Point(99) = {0.754924578734331,-0.155494241204878, 0, 0.00629430806830332};
> Point(100) = {0.75987988144818,-0.157075877342777, 0, 0.00416783573642644};
> Point(101) = {0.762920132808542,-0.157851047083541, 0, 0.00192505672134945};
> Point(102) = {0.763606902355199,-0.158041635428579, 0, 0.000712724580381482};
> Point(103) = {30, 15, 0, 7};
> Point(104) = {-15, 15, 0, 7};
> Point(105) = {-15, -15, 0, 7};
> Point(106) = {30, -15, 0, 7};
>
> //wake quadrilaterals area
> Point(107) = {3, -0.5, 0, 0.4};
> Point(108) = {3.41369369369369, -0.5, 0, 0.413693693693694};
> Point(109) = {3.86846846846847, -0.5, 0, 0.454774774774775};
> Point(110) = {4.39171171171171, -0.5, 0, 0.523243243243243};
> Point(111) = {5.01081081081081, -0.5, 0, 0.619099099099099};
> Point(112) = {5.75315315315315, -0.5, 0, 0.742342342342342};
> Point(113) = {6.64612612612613, -0.5, 0, 0.892972972972973};
> Point(114) = {7.71711711711712, -0.5, 0, 1.07099099099099};
> Point(115) = {8.99351351351352, -0.5, 0, 1.2763963963964};
> Point(116) = {10.5027027027027, -0.5, 0, 1.50918918918919};
> Point(117) = {12.2720720720721, -0.5, 0, 1.76936936936937};
> Point(118) = {14.329009009009, -0.5, 0, 2.05693693693694};
> Point(119) = {16.7009009009009, -0.5, 0, 2.37189189189189};
> Point(120) = {19.4151351351351, -0.5, 0, 2.71423423423423};
> Point(121) = {22.4990990990991, -0.5, 0, 3.08396396396396};
> Point(122) = {25.9801801801802, -0.5, 0, 3.48108108108108};
> Point(123) = {29.8857657657658, -0.5, 0, 3.90558558558559};
> Point(124) = {30, -0.5, 0, 0.4};
> Point(125) = {30, -0.1, 0, 0.4};
> Point(126) = {30, 0.3, 0, 0.4};
> Point(127) = {30, 0.7, 0, 0.4};
> Point(128) = {30, 1.1, 0, 0.4};
> Point(129) = {29.8857657657658, 1.1, 0, 3.90558558558559};
> Point(130) = {25.9801801801802, 1.1, 0, 3.48108108108108};
> Point(131) = {22.4990990990991, 1.1, 0, 3.08396396396396};
> Point(132) = {19.4151351351351, 1.1, 0, 2.71423423423423};
> Point(133) = {16.7009009009009, 1.1, 0, 2.37189189189189};
> Point(134) = {14.329009009009, 1.1, 0, 2.05693693693694};
> Point(135) = {12.2720720720721, 1.1, 0, 1.76936936936937};
> Point(136) = {10.5027027027027, 1.1, 0, 1.50918918918919};
> Point(137) = {8.99351351351352, 1.1, 0, 1.2763963963964};
> Point(138) = {7.71711711711712, 1.1, 0, 1.07099099099099};
> Point(139) = {6.64612612612613, 1.1, 0, 0.892972972972973};
> Point(140) = {5.75315315315315, 1.1, 0, 0.742342342342342};
> Point(141) = {5.01081081081081, 1.1, 0, 0.619099099099099};
> Point(142) = {4.39171171171171, 1.1, 0, 0.523243243243243};
> Point(143) = {3.86846846846847, 1.1, 0, 0.454774774774775};
> Point(144) = {3.41369369369369, 1.1, 0, 0.413693693693694};
> Point(145) = {3, 1.1, 0, 0.4};
> Point(146) = {3, 0.7, 0, 0.4};
> Point(147) = {3, 0.3, 0, 0.4};
> Point(148) = {3, -0.1, 0, 0.4};
>
> //now the list of lines
> Line(1) = {2,1};
> Line(2) = {3,2};
> Line(3) = {4,3};
> Line(4) = {5,4};
> Line(5) = {6,5};
> Line(6) = {7,6};
> Line(7) = {8,7};
> Line(8) = {9,8};
> Line(9) = {10,9};
> Line(10) = {11,10};
> Line(11) = {12,11};
> Line(12) = {13,12};
> Line(13) = {14,13};
> Line(14) = {15,14};
> Line(15) = {16,15};
> Line(16) = {17,16};
> Line(17) = {18,17};
> Line(18) = {19,18};
> Line(19) = {20,19};
> Line(20) = {21,20};
> Line(21) = {22,21};
> Line(22) = {23,22};
> Line(23) = {24,23};
> Line(24) = {25,24};
> Line(25) = {26,25};
> Line(26) = {27,26};
> Line(27) = {28,27};
> Line(28) = {29,28};
> Line(29) = {30,29};
> Line(30) = {31,30};
> Line(31) = {32,31};
> Line(32) = {33,32};
> Line(33) = {34,33};
> Line(34) = {35,34};
> Line(35) = {36,35};
> Line(36) = {37,36};
> Line(37) = {38,37};
> Line(38) = {39,38};
> Line(39) = {40,39};
> Line(40) = {41,40};
> Line(41) = {42,41};
> Line(42) = {43,42};
> Line(43) = {44,43};
> Line(44) = {45,44};
> Line(45) = {46,45};
> Line(46) = {47,46};
> Line(47) = {48,47};
> Line(48) = {49,48};
> Line(49) = {50,49};
> Line(50) = {51,50};
> Line(51) = {52,51};
> Line(52) = {53,52};
> Line(53) = {54,53};
> Line(54) = {55,54};
> Line(55) = {56,55};
> Line(56) = {57,56};
> Line(57) = {58,57};
> Line(58) = {59,58};
> Line(59) = {60,59};
> Line(60) = {61,60};
> Line(61) = {62,61};
> Line(62) = {63,62};
> Line(63) = {64,63};
> Line(64) = {65,64};
> Line(65) = {66,65};
> Line(66) = {67,66};
> Line(67) = {68,67};
> Line(68) = {69,68};
> Line(69) = {70,69};
> Line(70) = {71,70};
> Line(71) = {72,71};
> Line(72) = {73,72};
> Line(73) = {74,73};
> Line(74) = {75,74};
> Line(75) = {76,75};
> Line(76) = {77,76};
> Line(77) = {78,77};
> Line(78) = {79,78};
> Line(79) = {80,79};
> Line(80) = {81,80};
> Line(81) = {82,81};
> Line(82) = {83,82};
> Line(83) = {84,83};
> Line(84) = {85,84};
> Line(85) = {86,85};
> Line(86) = {87,86};
> Line(87) = {88,87};
> Line(88) = {89,88};
> Line(89) = {90,89};
> Line(90) = {91,90};
> Line(91) = {92,91};
> Line(92) = {93,92};
> Line(93) = {94,93};
> Line(94) = {95,94};
> Line(95) = {96,95};
> Line(96) = {97,96};
> Line(97) = {98,97};
> Line(98) = {99,98};
> Line(99) = {100,99};
> Line(100) = {101,100};
> Line(101) = {1,101};
> Line(102) = {104,103};
> Line(103) = {105,104};
> Line(104) = {106,105};
> Line(105) = {103,106};
> Line(106) = {108,107};
> Line(107) = {109,108};
> Line(108) = {110,109};
> Line(109) = {111,110};
> Line(110) = {112,111};
> Line(111) = {113,112};
> Line(112) = {114,113};
> Line(113) = {115,114};
> Line(114) = {116,115};
> Line(115) = {117,116};
> Line(116) = {118,117};
> Line(117) = {119,118};
> Line(118) = {120,119};
> Line(119) = {121,120};
> Line(120) = {122,121};
> Line(121) = {123,122};
> Line(122) = {124,123};
> Line(123) = {125,124};
> Line(124) = {126,125};
> Line(125) = {127,126};
> Line(126) = {128,127};
> Line(127) = {129,128};
> Line(128) = {130,129};
> Line(129) = {131,130};
> Line(130) = {132,131};
> Line(131) = {133,132};
> Line(132) = {134,133};
> Line(133) = {135,134};
> Line(134) = {136,135};
> Line(135) = {137,136};
> Line(136) = {138,137};
> Line(137) = {139,138};
> Line(138) = {140,139};
> Line(139) = {141,140};
> Line(140) = {142,141};
> Line(141) = {143,142};
> Line(142) = {144,143};
> Line(143) = {145,144};
> Line(144) = {146,145};
> Line(145) = {147,146};
> Line(146) = {148,147};
> Line(147) = {107,148};
> Line Loop(148) = {1, 2, 3, 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, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101};
> Line Loop(149) = {102, 103, 104, 105};
> Line Loop(150) = {106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147};
> //Now Surfaces
> Plane Surface(151) = {149,148, 150};
>
>
> ------------------------------------------------------------------------
>
> Info : -------------------------------------------------------
> Info : Gmsh version : 1.61.3
> Info : Build OS : Linux
> Info : Build options : GSL TRIANGLE NETGEN TETGEN JPEG PNG ZLIB MATHEVAL METIS ANN
> Info : Build date : Tue Nov 29 15:45:44 EST 2005
> Info : Build host : localhost.localdomain
> Info : Packager : geuzaine
> Info : Home directory : /home/bstoeve/
> Info : Launch date : Thu Dec 15 12:58:50 2005
> Info : Command line : gmsh
> Info : -------------------------------------------------------
> Info : Parsing file '/home/bstoeve/SHERWIN/Meshing/2dpfourier/fx79tu.geo'
> Info : Parsed file '/home/bstoeve/SHERWIN/Meshing/2dpfourier/fx79tu.geo'
> Info : Mesh 1D...
> Info : Meshing curve 1
> Info : Meshing curve 2
> Info : Meshing curve 3
> Info : Meshing curve 4
> Info : Meshing curve 5
> Info : Meshing curve 6
> Info : Meshing curve 7
> Info : Meshing curve 8
> Info : Meshing curve 9
> Info : Meshing curve 10
> Info : Meshing curve 11
> Info : Meshing curve 12
> Info : Meshing curve 13
> Info : Meshing curve 14
> Info : Meshing curve 15
> Info : Meshing curve 16
> Info : Meshing curve 17
> Info : Meshing curve 18
> Info : Meshing curve 19
> Info : Meshing curve 20
> Info : Meshing curve 21
> Info : Meshing curve 22
> Info : Meshing curve 23
> Info : Meshing curve 24
> Info : Meshing curve 25
> Info : Meshing curve 26
> Info : Meshing curve 27
> Info : Meshing curve 28
> Info : Meshing curve 29
> Info : Meshing curve 30
> Info : Meshing curve 31
> Info : Meshing curve 32
> Info : Meshing curve 33
> Info : Meshing curve 34
> Info : Meshing curve 35
> Info : Meshing curve 36
> Info : Meshing curve 37
> Info : Meshing curve 38
> Info : Meshing curve 39
> Info : Meshing curve 40
> Info : Meshing curve 41
> Info : Meshing curve 42
> Info : Meshing curve 43
> Info : Meshing curve 44
> Info : Meshing curve 45
> Info : Meshing curve 46
> Info : Meshing curve 47
> Info : Meshing curve 48
> Info : Meshing curve 49
> Info : Meshing curve 50
> Info : Meshing curve 51
> Info : Meshing curve 52
> Info : Meshing curve 53
> Info : Meshing curve 54
> Info : Meshing curve 55
> Info : Meshing curve 56
> Info : Meshing curve 57
> Info : Meshing curve 58
> Info : Meshing curve 59
> Info : Meshing curve 60
> Info : Meshing curve 61
> Info : Meshing curve 62
> Info : Meshing curve 63
> Info : Meshing curve 64
> Info : Meshing curve 65
> Info : Meshing curve 66
> Info : Meshing curve 67
> Info : Meshing curve 68
> Info : Meshing curve 69
> Info : Meshing curve 70
> Info : Meshing curve 71
> Info : Meshing curve 72
> Info : Meshing curve 73
> Info : Meshing curve 74
> Info : Meshing curve 75
> Info : Meshing curve 76
> Info : Meshing curve 77
> Info : Meshing curve 78
> Info : Meshing curve 79
> Info : Meshing curve 80
> Info : Meshing curve 81
> Info : Meshing curve 82
> Info : Meshing curve 83
> Info : Meshing curve 84
> Info : Meshing curve 85
> Info : Meshing curve 86
> Info : Meshing curve 87
> Info : Meshing curve 88
> Info : Meshing curve 89
> Info : Meshing curve 90
> Info : Meshing curve 91
> Info : Meshing curve 92
> Info : Meshing curve 93
> Info : Meshing curve 94
> Info : Meshing curve 95
> Info : Meshing curve 96
> Info : Meshing curve 97
> Info : Meshing curve 98
> Info : Meshing curve 99
> Info : Meshing curve 100
> Info : Meshing curve 101
> Info : Meshing curve 102
> Info : Meshing curve 103
> Info : Meshing curve 104
> Info : Meshing curve 105
> Info : Meshing curve 106
> Info : Meshing curve 107
> Info : Meshing curve 108
> Info : Meshing curve 109
> Info : Meshing curve 110
> Info : Meshing curve 111
> Info : Meshing curve 112
> Info : Meshing curve 113
> Info : Meshing curve 114
> Info : Meshing curve 115
> Info : Meshing curve 116
> Info : Meshing curve 117
> Info : Meshing curve 118
> Info : Meshing curve 119
> Info : Meshing curve 120
> Info : Meshing curve 121
> Info : Meshing curve 122
> Info : Meshing curve 123
> Info : Meshing curve 124
> Info : Meshing curve 125
> Info : Meshing curve 126
> Info : Meshing curve 127
> Info : Mesh 1D complete (0.006999 s)
> Info : Mesh 2D...
> Info : Meshing surface 131
> Info : Swapping (1 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Swapping (2 missing edges)
> Info : Elimination (2 swaps)
> Info : Smoothing surface 131
> Info : Mesh 2D complete (0.79388 s)
> Info : Parsing file '/home/bstoeve/SHERWIN/Meshing/2dpfourier/fx79tu.geo'
> Info : Parsed file '/home/bstoeve/SHERWIN/Meshing/2dpfourier/fx79tu.geo'
> Info : Mesh 1D...
> Info : Meshing curve 1
> Info : Meshing curve 2
> Info : Meshing curve 3
> Info : Meshing curve 4
> Info : Meshing curve 5
> Info : Meshing curve 6
> Info : Meshing curve 7
> Info : Meshing curve 8
> Info : Meshing curve 9
> Info : Meshing curve 10
> Info : Meshing curve 11
> Info : Meshing curve 12
> Info : Meshing curve 13
> Info : Meshing curve 14
> Info : Meshing curve 15
> Info : Meshing curve 16
> Info : Meshing curve 17
> Info : Meshing curve 18
> Info : Meshing curve 19
> Info : Meshing curve 20
> Info : Meshing curve 21
> Info : Meshing curve 22
> Info : Meshing curve 23
> Info : Meshing curve 24
> Info : Meshing curve 25
> Info : Meshing curve 26
> Info : Meshing curve 27
> Info : Meshing curve 28
> Info : Meshing curve 29
> Info : Meshing curve 30
> Info : Meshing curve 31
> Info : Meshing curve 32
> Info : Meshing curve 33
> Info : Meshing curve 34
> Info : Meshing curve 35
> Info : Meshing curve 36
> Info : Meshing curve 37
> Info : Meshing curve 38
> Info : Meshing curve 39
> Info : Meshing curve 40
> Info : Meshing curve 41
> Info : Meshing curve 42
> Info : Meshing curve 43
> Info : Meshing curve 44
> Info : Meshing curve 45
> Info : Meshing curve 46
> Info : Meshing curve 47
> Info : Meshing curve 48
> Info : Meshing curve 49
> Info : Meshing curve 50
> Info : Meshing curve 51
> Info : Meshing curve 52
> Info : Meshing curve 53
> Info : Meshing curve 54
> Info : Meshing curve 55
> Info : Meshing curve 56
> Info : Meshing curve 57
> Info : Meshing curve 58
> Info : Meshing curve 59
> Info : Meshing curve 60
> Info : Meshing curve 61
> Info : Meshing curve 62
> Info : Meshing curve 63
> Info : Meshing curve 64
> Info : Meshing curve 65
> Info : Meshing curve 66
> Info : Meshing curve 67
> Info : Meshing curve 68
> Info : Meshing curve 69
> Info : Meshing curve 70
> Info : Meshing curve 71
> Info : Meshing curve 72
> Info : Meshing curve 73
> Info : Meshing curve 74
> Info : Meshing curve 75
> Info : Meshing curve 76
> Info : Meshing curve 77
> Info : Meshing curve 78
> Info : Meshing curve 79
> Info : Meshing curve 80
> Info : Meshing curve 81
> Info : Meshing curve 82
> Info : Meshing curve 83
> Info : Meshing curve 84
> Info : Meshing curve 85
> Info : Meshing curve 86
> Info : Meshing curve 87
> Info : Meshing curve 88
> Info : Meshing curve 89
> Info : Meshing curve 90
> Info : Meshing curve 91
> Info : Meshing curve 92
> Info : Meshing curve 93
> Info : Meshing curve 94
> Info : Meshing curve 95
> Info : Meshing curve 96
> Info : Meshing curve 97
> Info : Meshing curve 98
> Info : Meshing curve 99
> Info : Meshing curve 100
> Info : Meshing curve 101
> Info : Meshing curve 102
> Info : Meshing curve 103
> Info : Meshing curve 104
> Info : Meshing curve 105
> Info : Meshing curve 106
> Info : Meshing curve 107
> Info : Meshing curve 108
> Info : Meshing curve 109
> Info : Meshing curve 110
> Info : Meshing curve 111
> Info : Meshing curve 112
> Info : Meshing curve 113
> Info : Meshing curve 114
> Info : Meshing curve 115
> Info : Meshing curve 116
> Info : Meshing curve 117
> Info : Meshing curve 118
> Info : Meshing curve 119
> Info : Meshing curve 120
> Info : Meshing curve 121
> Info : Meshing curve 122
> Info : Meshing curve 123
> Info : Meshing curve 124
> Info : Meshing curve 125
> Info : Meshing curve 126
> Info : Meshing curve 127
> Info : Meshing curve 128
> Info : Meshing curve 129
> Info : Meshing curve 130
> Info : Meshing curve 131
> Info : Meshing curve 132
> Info : Meshing curve 133
> Info : Meshing curve 134
> Info : Meshing curve 135
> Info : Meshing curve 136
> Info : Meshing curve 137
> Info : Meshing curve 138
> Info : Meshing curve 139
> Info : Meshing curve 140
> Info : Meshing curve 141
> Info : Meshing curve 142
> Info : Meshing curve 143
> Info : Meshing curve 144
> Info : Meshing curve 145
> Info : Meshing curve 146
> Info : Meshing curve 147
> Info : Mesh 1D complete (0.010998 s)
> Info : Mesh 2D...
> Info : Meshing surface 151
> Info : Swapping (3 missing edges)
> Fatal : Segmentation violation (invalid memory reference)
> : ------------------------------------------------------
> : You have discovered a bug in Gmsh! You may report it
> : by e-mail (together with any helpful data permitting to
> : reproduce it) to <gmsh at geuz.org>
> Info : Writing log file '/home/bstoeve/.gmsh-errors'
>
>
> ------------------------------------------------------------------------
>
> _______________________________________________
> gmsh mailing list
> gmsh at geuz.org
> http://www.geuz.org/mailman/listinfo/gmsh
--
Christophe Geuzaine
Assistant Professor, Case Western Reserve University, Mathematics
http://www.case.edu/artsci/math/geuzaine