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- W2201554778 abstract "In the present work, a new topology optimization based on spline finite element method(FEM) and trimmed spline surfaces is proposed. For a new topology optimization based on spline FEM, trimming techniques are employed to represent arbitrary complex topologies in spline surfaces. Trimmed surface analysis which uses trimming information of trimmed surfaces for numerical analysis is employed to treat topologically complex spline surfaces. The boundaries are optimized by changing the positions of control points of the surface and those of trimming curves. As a reasonable measure for topological change, the selection criteria, which are defined by the ratio of the sensitivity on an objective function to that on a constraint, are employed for creation of a new inner front. Inner front merging algorithm is also implemented for high topological flexibility in the proposed approach. The proposed spline based topology optimization is demonstrated by applying some benchmarking problems." @default.
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- W2201554778 date "2010-03-01" @default.
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- W2201554778 title "Topology optimization using spline finite element method and trimmed surfaces" @default.
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