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L0-Regularization based Material Design for Hexahedral Mesh Models

Published in Computer-Aided Design and Applications, 19(6), 1171–1183, 2022

A new L0-regularized formulation for optimizing the Young’s modulus distribution over a hexahedral mesh, encouraging sparse material distributions while achieving the desired deformation in elastic simulation.

Recommended citation: Haoxiang Li, Jianmin Zheng. (2022). "L0-Regularization based Material Design for Hexahedral Mesh Models." Computer-Aided Design and Applications, 19(6), 1171–1183.
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Designing Multi-Material Distributions in 3D Parts for Desired Deformation Behaviour

Published in Dagstuhl Seminar 24241 – Dagstuhl Reports, 14(6), 52–83, 2024

A complete and efficient design pipeline for multi-material distributions in 3D parts that achieve a desired deformation behaviour, demonstrated on 3D-printed customized insoles. Presented at Dagstuhl Seminar 24241, Geometric Modeling: Challenges for Additive Manufacturing, Design and Analysis.

Recommended citation: Jianmin Zheng, Haoxiang Li. (2024). "Designing Multi-Material Distributions in 3D Parts for Desired Deformation Behaviour." In Geometric Modeling: Challenges for Additive Manufacturing, Design and Analysis (Dagstuhl Seminar 24241), Dagstuhl Reports, 14(6).
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Optimizing heterogeneous elastic material distributions on 3D models

Published in Computer-Aided Design, vol. 175, 103748 (SPM 2024 special issue), 2024

A pipeline for designing heterogeneous elastic material distributions on 3D parts so that they exhibit desired deformation behaviour: interactive deformation design, automatic deformation generation, and a graph-cut + ADMM optimization over a finite set of base materials. Applied to 3D-printed customized insoles.

Recommended citation: Haoxiang Li, Wenjing Zhang, Jianmin Zheng, Edward D. Davis, Jun Zeng. (2024). "Optimizing heterogeneous elastic material distributions on 3D models." Computer-Aided Design, 175, 103748.
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