TY - JOUR
T1 - Challenges in topology optimization for hybrid additive–subtractive manufacturing
T2 - A review
AU - Liu, Jikai
AU - Huang, Jiaqi
AU - Zheng, Yufan
AU - Hou, Shuai
AU - Xu, Shuzhi
AU - Ma, Yongsheng
AU - Huang, Chuanzhen
AU - Zou, Bin
AU - Li, Lei
N1 - Publisher Copyright:
© 2023 Elsevier Ltd
PY - 2023/8
Y1 - 2023/8
N2 - Hybrid additive–subtractive manufacturing (HASM) is a revolutionary technique that fabricates complex-shaped parts in high precision. One setup to finish complicated manufacturing operations ensures high efficiency, and the interlacement of additive–subtractive operations fabricates conventionally difficult-to-process complex geometries. On the other hand, the expensive hybrid manufacturing equipment, the tedious preprocessing and extended processing time, the costly raw materials all make the utilization of HASM to process simply-designed mechanical components uneconomical. Hence, this paper is focused on design for HASM, to create the suitable mechanical structures for HASM endowed of superior functionality and light-weight features over the traditional counterpart. The performance enhancement is in general realized by expanding the geometric complexity to the level that is difficult-to-process or even unmanufacturable by traditional manufacturing techniques. HASM-oriented topology optimization is specifically focused and the state-of-the-art is reviewed and analyzed in this comprehensive paper. Starting from topology optimization for additive/subtractive manufacturing, the existing methods are thoroughly reviewed and their potentials to address design for HASM issues are carefully analyzed. Then, two critical problems: (i) topology optimization for HASM addressing residual stress/distortion constraints and (ii) process planning-assisted topology optimization for HASM addressing tool accessibility constraints, are illustrated and discussed on related technical challenges and potential solutions. At the end, the unaddressed technical issues on topology optimization for HASM are summarized to provide guidance for future research.
AB - Hybrid additive–subtractive manufacturing (HASM) is a revolutionary technique that fabricates complex-shaped parts in high precision. One setup to finish complicated manufacturing operations ensures high efficiency, and the interlacement of additive–subtractive operations fabricates conventionally difficult-to-process complex geometries. On the other hand, the expensive hybrid manufacturing equipment, the tedious preprocessing and extended processing time, the costly raw materials all make the utilization of HASM to process simply-designed mechanical components uneconomical. Hence, this paper is focused on design for HASM, to create the suitable mechanical structures for HASM endowed of superior functionality and light-weight features over the traditional counterpart. The performance enhancement is in general realized by expanding the geometric complexity to the level that is difficult-to-process or even unmanufacturable by traditional manufacturing techniques. HASM-oriented topology optimization is specifically focused and the state-of-the-art is reviewed and analyzed in this comprehensive paper. Starting from topology optimization for additive/subtractive manufacturing, the existing methods are thoroughly reviewed and their potentials to address design for HASM issues are carefully analyzed. Then, two critical problems: (i) topology optimization for HASM addressing residual stress/distortion constraints and (ii) process planning-assisted topology optimization for HASM addressing tool accessibility constraints, are illustrated and discussed on related technical challenges and potential solutions. At the end, the unaddressed technical issues on topology optimization for HASM are summarized to provide guidance for future research.
KW - Design for manufacturing
KW - Hybrid additive–subtractive manufacturing
KW - Manufacturability analysis
KW - Process planning
KW - Residual stress/distortion
KW - Topology optimization
UR - http://www.scopus.com/inward/record.url?scp=85153577667&partnerID=8YFLogxK
U2 - 10.1016/j.cad.2023.103531
DO - 10.1016/j.cad.2023.103531
M3 - Article
AN - SCOPUS:85153577667
SN - 0010-4485
VL - 161
JO - CAD Computer Aided Design
JF - CAD Computer Aided Design
M1 - 103531
ER -