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A novel lattice structure topology optimization method with extreme anisotropic lattice properties
by
Liu, Jikai
, Zou, Bin
, Yuan, Zhiling
, Ma, Yongsheng
, Li, Lei
, Zhang, Chenghu
, Xu, Shuzhi
in
Constitutive models
/ Design optimization
/ Effectiveness
/ Lattices
/ Material properties
/ Mechanical properties
/ Optimization
/ Shear properties
/ Topology optimization
/ 기계공학
2021
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A novel lattice structure topology optimization method with extreme anisotropic lattice properties
by
Liu, Jikai
, Zou, Bin
, Yuan, Zhiling
, Ma, Yongsheng
, Li, Lei
, Zhang, Chenghu
, Xu, Shuzhi
in
Constitutive models
/ Design optimization
/ Effectiveness
/ Lattices
/ Material properties
/ Mechanical properties
/ Optimization
/ Shear properties
/ Topology optimization
/ 기계공학
2021
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Do you wish to request the book?
A novel lattice structure topology optimization method with extreme anisotropic lattice properties
by
Liu, Jikai
, Zou, Bin
, Yuan, Zhiling
, Ma, Yongsheng
, Li, Lei
, Zhang, Chenghu
, Xu, Shuzhi
in
Constitutive models
/ Design optimization
/ Effectiveness
/ Lattices
/ Material properties
/ Mechanical properties
/ Optimization
/ Shear properties
/ Topology optimization
/ 기계공학
2021
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A novel lattice structure topology optimization method with extreme anisotropic lattice properties
Journal Article
A novel lattice structure topology optimization method with extreme anisotropic lattice properties
2021
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Overview
Abstract
This research presents a lattice structure topology optimization (LSTO) method that significantly expands the design space by creating a novel candidate lattice that assesses an extremely large range of effective material properties. About the details, topology optimization is employed to design lattices with extreme directional tensile or shear properties subject to different volume fraction limits and the optimized lattices are categorized into groups according to their dominating properties. The novel candidate lattice is developed by combining the optimized elementary lattices, by picking up one from each group, and then parametrized with the elementary lattice relative densities. In this way, the LSTO design space is greatly expanded for the ever increased accessible material property range. Moreover, the effective material constitutive model of the candidate lattice subject to different elementary lattice combinations is pre-established so as to eliminate the tedious in-process repetitive homogenization. Finally, a few numerical examples and experiments are explored to validate the effectiveness of the proposed method. The superiority of the proposed method is proved through comparing with a few existing LSTO methods. The options of concurrent structural topology and lattice optimization are also explored for further enhancement of the mechanical performance.
Graphical Abstract
Graphical Abstract
Publisher
Oxford University Press,한국CDE학회
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