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Topology optimization framework of multiple-phase materials with stress and dynamic constraints under self-weight loads
Applied Mathematical Modelling ( IF 4.4 ) Pub Date : 2024-11-15 , DOI: 10.1016/j.apm.2024.115814
Minh-Ngoc Nguyen, Dongkyu Lee

This work aims to optimize the multi-material structures subjected to self-weight loading for the first time. Ignoring the self-weight loads results in less reliable designs, and to enhance the strength of optimized designs, stress-constrained multi-material topology optimization (MMTO) is considered with body forces. Two stress constraint aggregation schemes are employed and comparable, such as the K-S and p-norm aggregation schemes. Both of these schemes are effective with respect to stress constraints due to local stress issues. Moreover, eigenvalue constraints (MMTO) are introduced in this study with self-weight loading and stress constraints. Thus, the optimized results not only ensure self-weight load criteria but also reduce stress concentration and improve stability due to free vibration of structures. The proposed approach is an alternating-active-phase algorithm (AAPA) for dealing with the problems considered in this work. Results show that the results caused by self-weight loads are totally different from optimized results when they are not considered with self-weight loads using multi-materials.

中文翻译:


自重载荷作用下应力和动力学约束的多相材料的拓扑优化框架



这项工作旨在首次优化承受自重载荷的多材料结构。忽略自重载荷会导致设计可靠性降低,为了提高优化设计的强度,考虑了应力约束的多材料拓扑优化 (MMTO) 和体力。采用两种应力约束聚合方案且具有可比性,例如 K-S 和 p-norm 聚合方案。这两种方案对于由于局部应力问题引起的应力约束都是有效的。此外,本研究引入了具有自重载荷和应力约束的特征值约束 (MMTO)。因此,优化的结果不仅确保了自重载荷准则,而且由于结构的自由振动,减少了应力集中并提高了稳定性。提出的方法是交替-主动阶段算法 (AAPA),用于处理这项工作中考虑的问题。结果表明,当不考虑使用多材料的自重载荷时,由自重载荷引起的结果与优化结果完全不同。
更新日期:2024-11-15
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