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August 8, 2021, 10:38 |
mesh created by GMSH
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Dear all,
I have solved this problem. Thanks Xuan Nam Do -------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- Dear all, I would like to create a mesh using GMSH software. Unfortunely, the compilation procedure can not finish due to the errors with the report "2 boundary nodes are considered once". Could anyone please help me to solve the problem? Thank you so much in advance Sincerely yours, Xuan Nam Do // Gmsh b = 200; h = 200; h1 = 97.5; h1 = 102.5; bcr = 25; hcr = 5; gap = 10; lc = 3; Point(1) = {0, 0, 0, lc}; Point(2) = {b, 0, 0, lc}; Point(3) = {b, (h-hcr)/2, 0, lc}; Point(4) = {b-bcr, (h-hcr)/2, 0, lc}; Point(5) = {b-bcr, (h+hcr)/2, 0, lc}; Point(6) = {b, (h+hcr)/2, 0, lc}; Point(7) = {b, h, 0, lc}; Point(8) = {0, h, 0, lc}; Point(9) = {0, (h+hcr)/2, 0, lc}; Point(10) = {bcr, (h+hcr)/2, 0, lc}; Point(11) = {bcr, (h-hcr)/2, 0, lc}; Point(12) = {0, (h-hcr)/2, 0, lc}; Point(13) = {-gap, (h+hcr)/2, 0, lc}; Point(14) = {-gap, h+gap, 0, lc}; Point(15) = {b, h+gap, 0, lc}; Point(16) = {0, -gap, 0, lc}; Point(17) = {b+gap, -gap, 0, lc}; Point(18) = {b+gap, (h-hcr)/2, 0, lc}; Point(19) = {b, (h-hcr)/2, 0, lc}; 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, 1}; Line(13) = {7, 15}; Line(14) = {15, 14}; Line(15) = {14, 13}; Line(16) = {13, 9}; Line(17) = {1, 16}; Line(18) = {16, 17}; Line(19) = {17, 18}; Line(20) = {18, 19}; Line Loop (1) = {1,2,3,4,5,6,7,8,9,10,11,12}; Plane Surface (1) = {1}; Line Loop (2) = {7, 8, -16, -15, -14, -13}; Plane Surface (2) = {2}; Line Loop (3) = {-20, -19, -18, -17, 1, 2}; Plane Surface (3) = {3}; Physical Surface(1) = {1, 2, 3}; Last edited by Xuan Nam DO; August 8, 2021 at 17:19. |
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