[Gmsh] splines in 3-d space

[Durufle marc]

Hi, I meet some problems when i try to use splines in
3-d space. The geo file is :

lc = 0.2;

a = 1.0;
b = 1.0;
c = 1.0;
p = 1.1;

Mesh.Algorithm = 1;
Mesh.Algorithm3D = 4;


Point(36) = {0.0,b,3*c,lc};
Point(37) = {-a,0.0,2.5*c,lc};
Point(38) = {0.0,-b,2*c,lc};
Point(39) = {a,0.0,1.5*c,lc};
Point(40) = {0.0,b,c,lc};
Point(41) = {-a,0.0,0.5*c,lc};
Point(42) = {0.0,-b,0.0,lc};
Point(43) = {a,0.0,-0.5*c,lc};
Point(44) = {0.0,b,-c,lc};
Point(45) = {-a,0.0,-1.5*c,lc};
Point(46) = {0.0,-b,-1.8*c,lc};
Point(47) = {0.0,p,3*c,lc};
Point(48) = {-p,0.0,2.5*c,lc};
Point(49) = {0.0,-p,2*c,lc};
Point(50) = {p,0.0,1.5*c,lc};
Point(51) = {0.0,p,c,lc};
Point(52) = {-p,0.0,0.5*c,lc};
Point(53) = {0.0,-p,0.0,lc};
Point(54) = {p,0.0,-0.5*c,lc};
Point(55) = {0.0,p,-c,lc};
Point(56) = {-p,0.0,-1.5*c,lc};
Point(57) = {0.0,-p,-1.8*c,lc};
Point(58) = {0.0,b,3*c-0.2,lc};
Point(59) = {-a,0.0,2.5*c-0.2,lc};
Point(60) = {0.0,-b,2*c-0.2,lc};
Point(61) = {a,0.0,1.5*c-0.2,lc};
Point(62) = {0.0,b,c-0.2,lc};
Point(63) = {-a,0.0,0.5*c-0.2,lc};
Point(64) = {0.0,-b,0.0-0.2,lc};
Point(65) = {a,0.0,-0.5*c-0.2,lc};
Point(66) = {0.0,b,-c-0.2,lc};
Point(67) = {-a,0.0,-1.5*c-0.2,lc};
Point(68) = {0.0,-b,-1.8*c-0.2,lc};
Point(69) = {0.0,p,3*c-0.2,lc};
Point(70) = {-p,0.0,2.5*c-0.2,lc};
Point(71) = {0.0,-p,2*c-0.2,lc};
Point(72) = {p,0.0,1.5*c-0.2,lc};
Point(73) = {0.0,p,c-0.2,lc};
Point(74) = {-p,0.0,0.5*c-0.2,lc};
Point(75) = {0.0,-p,0.0-0.2,lc};
Point(76) = {p,0.0,-0.5*c-0.2,lc};
Point(77) = {0.0,p,-c-0.2,lc};
Point(78) = {-p,0.0,-1.5*c-0.2,lc};
Point(79) = {0.0,-p,-1.8*c-0.2,lc};


Spline(49) = {36,37,38,39,40,41,42,43,44,45,46};
Spline(50) = {47,48,49,50,51,52,53,54,55,56,57};
Line(51) = {36,47};
Line(52) = {46,57};

Line Loop(23) = {49,52,-50,-51};

Ruled Surface(23) = {23};

Physical Surface(1) = {23};

The 1-D mesh generated seems coorect, the points
belong to the defined splines. The 2-D mesh is quite
strange, some triangles are outside of the spline. How
can i correct this default, is there a way to correct
that ?

Thank you.





	

	
		
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