Created
January 13, 2016 21:36
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GMSH simple example physical groups
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L = 1; | |
dx1 = 0.1*L; | |
Point(1) = {-0.5*L, -0.5*L, -0.5*L, dx1}; | |
Point(2) = { 0.5*L, -0.5*L, -0.5*L, dx1}; | |
Point(3) = { 0.5*L, -0.5*L, 0.5*L, dx1}; | |
Point(4) = {-0.5*L, -0.5*L, 0.5*L, dx1}; | |
Line(1) = {1, 2}; | |
Line(2) = {2, 3}; | |
Line(3) = {3, 4}; | |
Line(4) = {4, 1}; | |
ll = newl; | |
Line Loop(ll) = {1, 2, 3, 4}; | |
sc = news; | |
Plane Surface(sc) = {ll}; | |
ex = Extrude {0, 1*L, 0} { Surface{sc}; }; | |
Printf("sc %g", sc); // base surface (front) | |
Printf("ex[0] %g", ex[0]); // extruded surface (back) | |
Printf("ex[1] %g", ex[1]); // volume | |
Printf("ex[2] %g", ex[2]); // bottom | |
Printf("ex[3] %g", ex[3]); // right | |
Printf("ex[4] %g", ex[4]); // top | |
Printf("ex[5] %g", ex[5]); // left | |
// number from 0 to N for FEniCS compatibility (?) | |
Physical Surface(0) = {sc}; // front | |
Physical Surface(1) = {ex[0]}; // back | |
Physical Surface(2) = {ex[2]}; // bottom | |
Physical Surface(3) = {ex[3]}; // right | |
Physical Surface(4) = {ex[4]}; // top | |
Physical Surface(5) = {ex[5]}; // left | |
Physical Volume(0) = {ex[1]}; |
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