Topology optimization of structures with gradient elastic material
Volume: 56, Issue: 2, Pages: 371 - 390
Published: Mar 21, 2017
Abstract
Topology optimization of structures and mechanisms with microstructural length-scale effect is investigated based on gradient elasticity theory. To meet the higher-order continuity requirement in gradient elasticity theory, Hermite finite elements are used in the finite element implementation. As an alternative to the gradient elasticity, the staggered gradient elasticity that requires C
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Paper Details
Title
Topology optimization of structures with gradient elastic material
Published Date
Mar 21, 2017
Volume
56
Issue
2
Pages
371 - 390
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