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The ODE-driven isogeometric level set method with the parameterization for structural dynamic topology optimization problems

delete2025-07-30
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PRE
AI
Z
Zhen Yang
L
Liang Gao *
肖蜜 (Mi Xiao)
罗伟 cover
罗伟 (Wei Luo) *
X
Xiongbing Fang *
高杰 cover
高杰 (Jie Gao) *
DOI:10.1016/j.engstruct.2025.121025delete
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Abstract

Abstract

En 中文
• An Ordinary Differential Equation-driven Isogeometric Level Set Method (ODE-ILSM) is developed. • The isogeometric level set method for solving dynamic topology optimization problems is discussed. • Several numerical examples demonstrate the effectiveness and superiority of ODE-ILSM in dynamic topology optimization.
Keywords:
Ordinary Differential Equation
Isogeometric Analysis
Level Set Method
Dynamic Topology Optimization
Numerical Examples

Journal

Engineering Structures cover
Engineering Structures
IF:
6.4
Papers:
2.1W
Citations:
8.7W

Organization

C
China Ship Development and Design Center
Scholars:
123
Papers: 109
Citations: 12
H
huazhong university of science and technology
Scholars:
2.5W
Papers: 7.6K
Citations: 5