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Strain-based topology optimisation for crashworthiness using hybrid cellular automata

机译:使用混合细胞自动机的基于应变的拓扑优化以实现耐撞性

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摘要

Structural design for crashworthiness is a challenging area of research due to large plastic deformations and complex interactions among diverse components of the vehicle. Previous research in this field primarily focused on energy absorbing structures that utilise a desired amount of material. These structures have been shown to absorb a large amount of the kinetic energy generated during the crash event; however, the large plastic strains experienced can lead to material failure and loss of structural integrity. This research introduces a strain-based, dynamical multi-domain topology optimisation algorithm for crashworthy structures undergoing large deformations. This technique makes use of the hybrid cellular automaton framework, which combines transient, non-linear finite-element analysis and local control rules acting on cells. The set of all cells defines the design domain. In the proposed algorithm, the design domain is dynamically divided into two sub-domains for different objectives, i.e., high-strain sub-domain (HSSD) and low-strain sub-domain (LSSD). The distribution of these sub-domains is determined by a plastic strain limit value. During the design process, the material is distributed within the LSSD to distribute internal energy uniformly. In the HSSD, the material is distributed to satisfy a failure criterion given by a maximum strain value. Results show that the new formulation and algorithm are suitable for practical applications. The case study presented demonstrates the potential significance of this work for a wide range of engineering design problems.
机译:由于大的塑性变形和车辆各组成部分之间的复杂相互作用,用于防撞性的结构设计是一个具有挑战性的研究领域。该领域的先前研究主要集中在利用所需量的材料的能量吸收结构上。这些结构已被证明吸收了碰撞事件中产生的大量动能。但是,所经历的大塑性应变会导致材料失效和结构完整性损失。这项研究介绍了一种基于应变的动态多域拓扑优化算法,用于承受大变形的防撞结构。该技术利用了混合细胞自动机框架,该框架结合了瞬态,非线性有限元分析和作用于细胞的局部控制规则。所有单元格的集合定义了设计域。在提出的算法中,设计域被动态地划分为针对不同目标的两个子域,即高应变子域(HSSD)和低应变子域(LSSD)。这些子域的分布由塑性应变极限值确定。在设计过程中,材料在LSSD内分配,以均匀分配内部能量。在HSSD中,材料的分布应满足最大应变值给出的破坏准则。结果表明,新的公式和算法适合实际应用。提出的案例研究证明了这项工作对广泛的工程设计问题的潜在意义。

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