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# Automatic Mesh Function for Heterosis Fem with Modular-Filter Technique (update:31-07-07) 1.0

Date Added: September 07, 2013  |  Visits: 206

Generally, in finite element models degree-of-freedom of all nodes be equals. But, a Heterosis finite element model has each of the corners are assumed to possess three degree-of-freedom (one displacement two rotation w,Qxx,Qyy) and centroidal node has two degree-of-freedom (two rotation Qxx,Qyy). In this matlab sub-function application have produced automatic mesh function, position matrix, reology matrix and this matrix components (R and Re matrix) with modular-filter-technique. Syntax:mesh_x = "x" axis direction total mesh value.mesh_y = "y" axis direction total mesh value.total_x = "x" axis direction total length.total_y = "y" axis direction total width.Cor = In global cartesian system all nodes coordinates (xi,yi)Pos = All nodes position matrisi for each finite elementR,Re = Reology matrix components.freedom = System total degree-of-freedom. Example:[A,B,C,D]=Heterosis(2,3,1,0.5)

 Requirements: No special requirements Platforms: Matlab Keyword: 3d05000,  Cartesian,  Componentsfreedom,  Coordinates,  Elementrre,  Exampleabcd Dheterosis,  Global,  Matrisi,  Reology,  Sticabcd Dheterosis Toc,  System,  Widthcor,  Xiyipos Users rating: 0/10

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