A system approach to solid free form design of optimal structures

Ramana Kumar Kaza, S. Saikumar, M. Wang
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Abstract

Most of the work in the field of topology optimization is concentrated on using sensitivity analysis and optimality criteria methods that need explicit formulation. The design systems are often hard-coded for a specific problem with specialized optimization and FEM routines. This paper presents a work that uses a system approach to solid free form design. It attempts to develop a general topology optimization system that has a wide range of applicability by making use of sophisticated optimization and FEM packages available. A computer design system is implemented with an integration of commercial codes CFSQP and NASTRAN. A pre-processor and a post-processor are developed to assist the optimal design process. The system is tested with benchmark cases for minimum mean compliance and minimum weight designs. The results for the cases are presented, demonstrating the ability of the system to handle complex cases with practical feasibility. The implementation is evaluated with a parametric study of its performance. The key factors for the common problems of topology optimization are examined, including the mesh dependency and numerical instability. The computational efficiency is further studied to indicate the direction for further improvement of the system.
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实体自由结构优化设计的系统方法
拓扑优化领域的大部分工作集中在灵敏度分析和最优性准则方法上,这些方法需要显式表述。设计系统通常是针对特定问题硬编码的,具有专门的优化和FEM例程。本文提出了一项使用系统方法进行固体自由形式设计的工作。它试图利用先进的优化和FEM软件包,开发一个具有广泛适用性的通用拓扑优化系统。结合商业规范CFSQP和NASTRAN,实现了计算机设计系统。开发了一个预处理器和一个后处理器来辅助优化设计过程。该系统在最小平均顺应性和最小重量设计的基准案例中进行了测试。最后给出了实例分析结果,证明了该系统处理复杂案例的能力和实际可行性。通过对其性能的参数化研究来评估该实现。研究了拓扑优化中常见问题的关键因素,包括网格依赖性和数值不稳定性。进一步研究了系统的计算效率,为系统的进一步改进指明了方向。
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