Kumar, P. (2024). TOPress3D: 3D topology optimization with design-dependent pressure loads in MATLAB. Optimization and Engineering. [Preprint]. https://arxiv.org/abs/2405.07733v2
This paper introduces TOPress3D, a MATLAB code designed for performing 3D topology optimization on structures subjected to design-dependent fluidic pressure loads. The objective is to provide an accessible and pedagogical tool for newcomers, students, and researchers to learn and explore 3D topology optimization with design-dependent loads.
TOPress3D utilizes 3D hexahedral elements to parameterize design domains. It incorporates the 3D version of Darcy's law, including a drainage term, to model the relationship between pressure load and design variables. The method of moving asymptotes (MMA) is employed for updating design variables during optimization. The code is implemented in MATLAB and utilizes efficient assembly procedures for handling matrices.
TOPress3D offers a valuable resource for researchers and students interested in 3D topology optimization with design-dependent pressure loads. Its open-source nature and pedagogical approach encourage further exploration and application of the code in various engineering fields.
This research contributes to the field of topology optimization by providing an accessible and efficient tool for handling design-dependent pressure loads in 3D structures. The availability of TOPress3D can potentially accelerate research and development in areas such as soft robotics, metamaterials, and other pressure-loaded structures.
While TOPress3D provides a solid foundation, future research could focus on incorporating additional physical and geometrical constraints, such as buckling and stress, to address more complex engineering problems. Further development could also explore the integration of advanced optimization algorithms and parallel computing techniques to enhance the code's efficiency and scalability.
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by Prabhat Kuma... pada arxiv.org 10-07-2024
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