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• W2112076728 abstract "Recent work has demonstrated that composite finite-elements provide an effective means for physically based modeling of deformable bodies. In this paper we present a number of highly effective improvements of previous work to allow for a high-performance and high-quality simulation of boundary surfaces of deformable bodies with changing topology, for instance, due to cuts and incisions. Starting at a coarse resolution simulation grid, along a cut we perform an adaptive octree refinement of this grid down to a desired resolution and iteratively pull the fine level finite-element equations to the coarse level. In this way, the fine level dynamics can be approximated with a small number of degrees of freedom at the coarse level. By embedding the hierarchical adaptive composite finite-element scheme into a geometric multigrid solver, and by exploiting the fact that during cutting only a small number of cells are modified in each time step, high update rates can be achieved for high resolution surfaces at very good approximation quality. To construct a high quality surface that is accurately aligned with a cut, we employ the dual-contouring approach on the fine resolution level, and we instantly bind the constructed triangle mesh to the coarse grid via geometric constrains." @default.
• W2112076728 created "2016-06-24" @default.
• W2112076728 creator A5008305704 @default.
• W2112076728 creator A5029621326 @default.
• W2112076728 creator A5064357435 @default.
• W2112076728 date "2011-01-01" @default.
• W2112076728 modified "2023-09-24" @default.
• W2112076728 title "Interactive High-Resolution Boundary Surfaces for Deformable Bodies with Changing Topology" @default.
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• W2112076728 doi "https://doi.org/10.2312/pe/vriphys/vriphys11/029-038" @default.
• W2112076728 hasPublicationYear "2011" @default.
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