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- W2119551290 abstract "1. Abstract This contribution is on shape optimization of 3D continua using high-order finite elements. Since in the p-version of FEM the discretization error is controlled by raising the polynomial degree, adaptive remeshing procedures during optimization are not required. The element geometry is constructed using the blending function method in conjunction with NURBS surfaces in order to eciently describe the geometry in terms of only a few design variables. Design elements for high-order finite elements are introduced which facilitate the generation of geometrical optimization models largely independent from the finite element mesh. A two level parallel scheme is employed in order to run the optimization on a cluster computer with about 100 CPUs. 2. Keywords: High-order FEM, 3D shape optimization, NURBS, parallel computing." @default.
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- W2119551290 date "2008-01-01" @default.
- W2119551290 modified "2023-09-24" @default.
- W2119551290 title "Parallel Shape Optimization of Three-Dimensional Continua with High-Order Finite Elements" @default.
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