TY - JOUR
T1 - OPS-ITO
T2 - Development of Isogeometric Analysis and Topology Optimization in OpenSEES for Free-Form Structural Design
AU - Zhang, Zixin
AU - Jiang, Liming
AU - Yarlagadda, Tejeswar
AU - Zheng, Yao
AU - Usmani, Asif
N1 - Funding Information:
The authors would like to acknowledge the financial support of the RISUD Ph.D. studentship to first author Zixin Zhang and the Hong Kong Polytechnic University Ph.D. studentship to Tejeswar Yarlagadda. The financial supports from the PolyU startup fund ( P0031564 ) and the RIAM fund ( P0041376 ) are gratefully acknowledged.
Publisher Copyright:
© 2023 Elsevier Ltd
PY - 2023/7
Y1 - 2023/7
N2 - Unlike the current design routine manually defining geometries for computational analyses, a future-oriented computer-aided design tool can generate a structural model through automated model optimization and iterative analyses. The topology optimization technique uses elemental density variables to formulate a computationally varying model based on analysis results, while an isogeometric analysis could facilitate the automatic iteration without adapting the mesh scheme at each step. This paper aims to bring these capabilities in the open-source simulation platform OpenSEES. The IGAQuad and IGABrick elements using NURBS based shape functions and geometric description are developed in this widely-used finite element modelling framework, which are then ported to a density-based topology optimization module. The modelling capabilities of the IGA elements have been verified using classic problems. The model optimization processes for loaded structural members are demonstrated using 2D and 3D cases, in which the eventually obtained geometric models are fundamentally different from the original boxy shapes but of less material cost and comparable structural performance. Although the development in this paper remains limited, the open-source and modular code infrastructure of OpenSees could facilitate continuous development on the basis of the topology optimization and isogeometric analysis in this paper, aiming for a computational tool to synergize the free form structural design and the advanced construction technologies.
AB - Unlike the current design routine manually defining geometries for computational analyses, a future-oriented computer-aided design tool can generate a structural model through automated model optimization and iterative analyses. The topology optimization technique uses elemental density variables to formulate a computationally varying model based on analysis results, while an isogeometric analysis could facilitate the automatic iteration without adapting the mesh scheme at each step. This paper aims to bring these capabilities in the open-source simulation platform OpenSEES. The IGAQuad and IGABrick elements using NURBS based shape functions and geometric description are developed in this widely-used finite element modelling framework, which are then ported to a density-based topology optimization module. The modelling capabilities of the IGA elements have been verified using classic problems. The model optimization processes for loaded structural members are demonstrated using 2D and 3D cases, in which the eventually obtained geometric models are fundamentally different from the original boxy shapes but of less material cost and comparable structural performance. Although the development in this paper remains limited, the open-source and modular code infrastructure of OpenSees could facilitate continuous development on the basis of the topology optimization and isogeometric analysis in this paper, aiming for a computational tool to synergize the free form structural design and the advanced construction technologies.
KW - Isogeometric analysis
KW - Open-source software
KW - OpenSEES
KW - Structural design
KW - Topology optimization
UR - http://www.scopus.com/inward/record.url?scp=85151437683&partnerID=8YFLogxK
U2 - 10.1016/j.cad.2023.103517
DO - 10.1016/j.cad.2023.103517
M3 - Journal article
AN - SCOPUS:85151437683
SN - 0010-4485
VL - 160
JO - CAD Computer Aided Design
JF - CAD Computer Aided Design
M1 - 103517
ER -