[Gmsh] Min Elementsize does not work 2

Niels Fri, 13 Jul 2012 01:38:38 -0700

I appologize but I forgot the attachment in the first mail:

Hi.

I am currently facing a problem of too small elements. I attached a*.geo and a *.pos file. I run GMSH with the following command:


gmsh rand.geo -bgm BG.pos -2

My MESH Setting are:

2D Algo: MeshAdapt
Recombination Algo: Standard
Subdivision: None
Remeshing: No split
Smoothing steps: 10
Element size factor: 1.0
Min/Max element size: 0.5 / 6
Element order: 1

Compute element sizes using point values
Extend element sizes from boundary

When I run GMSH with these settings I get a very small element in theupper right "corner" (actually it is a circle). Do I miss a setting toreally force the boundaries for element sizes? Or did I find a bug?


With kind regards

Niels

View "BG" {
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ST(-7.06070661545,-12.2844629288,0,-3.86230182648,-10.161151886,0,-7.1160197258,-8.03646564484,0){4.50544132189,5.18831827654,6};
ST(-7.06070661545,-12.2844629288,0,-7.1160197258,-8.03646564484,0,-10.8881568909,-8.81617450714,0){4.50544132189,6,6};
ST(-15.5445995331,4.86875724792,0,-14.5114126205,8.12403964996,0,-17.9954967499,7.81728982925,0){6,6,6};
ST(-15.5445995331,4.86875724792,0,-19.405626297,4.02556419373,0,-16.8994636536,1.72803366184,0){6,6,6};
ST(-11.3135309219,6.23617124557,0,-9.27796077728,2.82643604279,0,-7.1039814949,6.05359983444,0){6,6,6};
ST(-11.3135309219,6.23617124557,0,-7.1039814949,6.05359983444,0,-7.56891393661,10.0076503754,0){6,6,6};
ST(0.00887588318437,15.1219472885,0,-2.66072440147,11.9540805817,0,2.69553208351,11.9688930511,0){0.73177579323,1.18415338427,1.18428891491};
ST(-3.49585008621,15.4586496353,0,-2.02336645126,18.0,0,-5.98916578293,18.0,0){0.528121635813,0.550652704503,0.5};
ST(3.51006889343,15.4619827271,0,6.5290055275,14.1397972107,0,5.99383831024,18.0,0){0.528307695338,1.43544517504,0.5};
ST(0.00887588318437,15.1219472885,0,2.02336645126,18.0,0,-2.02336645126,18.0,0){0.73177579323,0.542062689579,0.550652704503};
ST(7.61061000824,10.0115861893,0,3.85368657112,8.18724250793,0,7.11018133163,6.0533323288,0){6,6,6};
ST(7.61061000824,10.0115861893,0,7.11018133163,6.0533323288,0,11.3009119034,6.1955947876,0){6,6,6};
ST(15.0322093964,-8.10424518585,0,13.7140369415,-11.2836389542,0,17.0321331024,-11.5614099503,0){6,6,6};
ST(15.0322093964,-8.10424518585,0,18.8146266937,-7.9285902977,0,16.6261978149,-5.11129522324,0){6,6,6};
ST(10.8887825012,-8.84714221954,0,9.29144287109,-4.81059122086,0,7.12366008759,-8.03998279572,0){6,6,6};
ST(6.96362543106,-12.3955478668,0,10.8887825012,-8.84714221954,0,7.12366008759,-8.03998279572,0){3.87219391256,6,6};
ST(6.96362543106,-12.3955478668,0,7.12366008759,-8.03998279572,0,3.86970877647,-10.1605901718,0){3.87219391256,6,3.05360516179};
ST(6.96362543106,-12.3955478668,0,3.86970877647,-10.1605901718,0,2.01065659523,-13.8641824722,0){3.87219391256,3.05360516179,1.26534182294};
ST(0.00887588318437,15.1219472885,0,-2.02336645126,18.0,0,-3.49585008621,15.4586496353,0){0.73177579323,0.550652704503,0.528121635813};
ST(0.00887588318437,15.1219472885,0,-3.49585008621,15.4586496353,0,-2.66072440147,11.9540805817,0){0.73177579323,0.528121635813,1.18415338427};
ST(6.83196926117,-0.59862357378,0,10.0486631393,-0.991656184196,0,9.28374481201,2.82610273361,0){6,6,6};
ST(6.83196926117,-0.59862357378,0,9.29144287109,-4.81059122086,0,10.0486631393,-0.991656184196,0){6,6,6};
ST(4.90322685242,-4.15099954605,0,9.29144287109,-4.81059122086,0,6.83196926117,-0.59862357378,0){6,6,6};
ST(4.8995256424,3.55571079254,0,9.28374481201,2.82610273361,0,7.11018133163,6.0533323288,0){6,6,6};
ST(4.8995256424,3.55571079254,0,6.83196926117,-0.59862357378,0,9.28374481201,2.82610273361,0){6,6,6};
ST(1.30089509487,-4.22105741501,0,-1.93743813038,-2.66677927971,0,-1.10104441643,-6.74132156372,0){6,6,6};
ST(-3.84935951233,4.7120256424,0,-3.84811139107,8.18720245361,0,-7.1039814949,6.05359983444,0){6,6,6};
ST(-3.84935951233,4.7120256424,0,0.0756518617272,4.98033285141,0,-3.84811139107,8.18720245361,0){6,6,6};
ST(-6.2875790596,-0.950643062592,0,-10.0423212051,-0.991280257702,0,-9.28439235687,-4.80999326706,0){6,6,6};
ST(-2.64934682846,1.44978070259,0,-6.2875790596,-0.950643062592,0,-1.93743813038,-2.66677927971,0){6,6,6};
ST(-4.93271112442,-5.5084733963,0,-6.2875790596,-0.950643062592,0,-9.28439235687,-4.80999326706,0){6,6,6};
ST(-2.64934682846,1.44978070259,0,-5.82487726212,2.8284907341,0,-6.2875790596,-0.950643062592,0){6,6,6};
ST(-1.10104441643,-6.74132156372,0,-4.93271112442,-5.5084733963,0,-3.86230182648,-10.161151886,0){6,6,5.18831827654};
ST(1.94287896156,-0.195581108332,0,4.8995256424,3.55571079254,0,0.0756518617272,4.98033285141,0){6,6,6};
ST(4.8995256424,3.55571079254,0,7.11018133163,6.0533323288,0,3.85368657112,8.18724250793,0){6,6,6};
ST(4.90322685242,-4.15099954605,0,7.12366008759,-8.03998279572,0,9.29144287109,-4.81059122086,0){6,6,6};
ST(2.70007777214,-7.3473815918,0,-1.10104441643,-6.74132156372,0,0.00101699167863,-10.8833169937,0){6,6,4.14215510805};
ST(2.70007777214,-7.3473815918,0,7.12366008759,-8.03998279572,0,4.90322685242,-4.15099954605,0){6,6,6};
ST(0.0756518617272,4.98033285141,0,3.85368657112,8.18724250793,0,0.00295194168575,8.9318189621,0){6,6,6};
ST(0.0756518617272,4.98033285141,0,4.8995256424,3.55571079254,0,3.85368657112,8.18724250793,0){6,6,6};
ST(0.0756518617272,4.98033285141,0,0.00295194168575,8.9318189621,0,-3.84811139107,8.18720245361,0){6,6,6};
ST(1.94287896156,-0.195581108332,0,4.90322685242,-4.15099954605,0,6.83196926117,-0.59862357378,0){6,6,6};
ST(-5.82487726212,2.8284907341,0,-7.1039814949,6.05359983444,0,-9.27796077728,2.82643604279,0){6,6,6};
ST(-6.2875790596,-0.950643062592,0,-9.27796077728,2.82643604279,0,-10.0423212051,-0.991280257702,0){6,6,6};
ST(-4.93271112442,-5.5084733963,0,-9.28439235687,-4.80999326706,0,-7.1160197258,-8.03646564484,0){6,6,6};
ST(-4.93271112442,-5.5084733963,0,-7.1160197258,-8.03646564484,0,-3.86230182648,-10.161151886,0){6,6,5.18831827654};
ST(-1.10104441643,-6.74132156372,0,-3.86230182648,-10.161151886,0,0.00101699167863,-10.8833169937,0){6,5.18831827654,4.14215510805};
ST(-2.64934682846,1.44978070259,0,-1.93743813038,-2.66677927971,0,1.94287896156,-0.195581108332,0){6,6,6};
ST(2.70007777214,-7.3473815918,0,0.00101699167863,-10.8833169937,0,3.86970877647,-10.1605901718,0){6,4.14215510805,3.05360516179};
ST(1.30089509487,-4.22105741501,0,2.70007777214,-7.3473815918,0,4.90322685242,-4.15099954605,0){6,6,6};
ST(1.94287896156,-0.195581108332,0,6.83196926117,-0.59862357378,0,4.8995256424,3.55571079254,0){6,6,6};
ST(-2.64934682846,1.44978070259,0,0.0756518617272,4.98033285141,0,-3.84935951233,4.7120256424,0){6,6,6};
ST(2.70007777214,-7.3473815918,0,3.86970877647,-10.1605901718,0,7.12366008759,-8.03998279572,0){6,3.05360516179,6};
ST(1.30089509487,-4.22105741501,0,4.90322685242,-4.15099954605,0,1.94287896156,-0.195581108332,0){6,6,6};
ST(-5.82487726212,2.8284907341,0,-3.84935951233,4.7120256424,0,-7.1039814949,6.05359983444,0){6,6,6};
ST(-5.82487726212,2.8284907341,0,-9.27796077728,2.82643604279,0,-6.2875790596,-0.950643062592,0){6,6,6};
ST(-1.93743813038,-2.66677927971,0,-6.2875790596,-0.950643062592,0,-4.93271112442,-5.5084733963,0){6,6,6};
ST(-1.93743813038,-2.66677927971,0,-4.93271112442,-5.5084733963,0,-1.10104441643,-6.74132156372,0){6,6,6};
ST(1.30089509487,-4.22105741501,0,1.94287896156,-0.195581108332,0,-1.93743813038,-2.66677927971,0){6,6,6};
ST(1.30089509487,-4.22105741501,0,-1.10104441643,-6.74132156372,0,2.70007777214,-7.3473815918,0){6,6,6};
ST(-2.64934682846,1.44978070259,0,1.94287896156,-0.195581108332,0,0.0756518617272,4.98033285141,0){6,6,6};
ST(-2.64934682846,1.44978070259,0,-3.84935951233,4.7120256424,0,-5.82487726212,2.8284907341,0){6,6,6};
};

Point(1)={5.993838,18.0,0};
Point(2)={-5.989166,18.0,0};
Point(3)={-9.717165,16.462021,0};
Point(4)={-13.051678,14.17002,0};
Point(5)={-15.84791,11.246297,0};
Point(6)={-17.995497,7.81729,0};
Point(7)={-19.405626,4.025564,0};
Point(8)={-20.022196,0.027447,0};
Point(9)={-19.819811,-4.013025,0};
Point(10)={-18.80653,-7.930167,0};
Point(11)={-17.022734,-11.562593,0};
Point(12)={-14.539155,-14.759391,0};
Point(13)={-11.458615,-17.385401,0};
Point(14)={-7.903909,-19.3223,0};
Point(15)={-4.023036,-20.0,0};
Point(16)={4.026729,-20.0,0};
Point(17)={7.914944,-19.323618,0};
Point(18)={11.469747,-17.386127,0};
Point(19)={14.549771,-14.759132,0};
Point(20)={17.032133,-11.561411,0};
Point(21)={18.814627,-7.92859,0};
Point(22)={19.826847,-4.011461,0};
Point(23)={20.028456,0.028829,0};
Point(24)={19.411356,4.026698,0};
Point(25)={18.000799,7.818148,0};
Point(26)={15.852923,11.246861,0};
Point(27)={13.05654,14.170342,0};
Point(28)={9.721889,16.462135,0};
Line(1)={1,2};
Line(2)={2,3};
Line(3)={3,4};
Line(4)={4,5};
Line(5)={5,6};
Line(6)={6,7};
Line(7)={7,8};
Line(8)={8,9};
Line(9)={9,10};
Line(10)={10,11};
Line(11)={11,12};
Line(12)={12,13};
Line(13)={13,14};
Line(14)={14,15};
Line(15)={15,16};
Line(16)={16,17};
Line(17)={17,18};
Line(18)={18,19};
Line(19)={19,20};
Line(20)={20,21};
Line(21)={21,22};
Line(22)={22,23};
Line(23)={23,24};
Line(24)={24,25};
Line(25)={25,26};
Line(26)={26,27};
Line(27)={27,28};
Line(28)={28,1};
Line Loop(1) = 
{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};
Plane Surface(1) = {1};
Point(29)={-9.28439235687,-4.80999326706,0};
Point(30)={-7.1160197258,-8.03646564484,0};
Point(31)={-3.86230182648,-10.161151886,0};
Point(32)={0.00101699167863,-10.8833169937,0};
Point(33)={3.86970877647,-10.1605901718,0};
Point(34)={7.12366008759,-8.03998279572,0};
Point(35)={9.29144287109,-4.81059122086,0};
Point(36)={10.0486631393,-0.991656184196,0};
Point(37)={9.28374481201,2.82610273361,0};
Point(38)={7.11018133163,6.0533323288,0};
Point(39)={3.85368657112,8.18724250793,0};
Point(40)={0.00295194168575,8.9318189621,0};
Point(41)={-3.84811139107,8.18720245361,0};
Point(42)={-7.1039814949,6.05359983444,0};
Point(43)={-9.27796077728,2.82643604279,0};
Point(44)={-10.0423212051,-0.991280257702,0};
Line(29)={29,30};
Line(30)={30,31};
Line(31)={31,32};
Line(32)={32,33};
Line(33)={33,34};
Line(34)={34,35};
Line(35)={35,36};
Line(36)={36,37};
Line(37)={37,38};
Line(38)={38,39};
Line(39)={39,40};
Line(40)={40,41};
Line(41)={41,42};
Line(42)={42,43};
Line(43)={43,44};
Line(44)={44,29};
Line{29} In Surface{1};
Line{30} In Surface{1};
Line{31} In Surface{1};
Line{32} In Surface{1};
Line{33} In Surface{1};
Line{34} In Surface{1};
Line{35} In Surface{1};
Line{36} In Surface{1};
Line{37} In Surface{1};
Line{38} In Surface{1};
Line{39} In Surface{1};
Line{40} In Surface{1};
Line{41} In Surface{1};
Line{42} In Surface{1};
Line{43} In Surface{1};
Line{44} In Surface{1};

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[Gmsh] Min Elementsize does not work 2

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