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首页> 外文期刊>Structural and multidisciplinary optimization >Topology optimization of energy absorbers under crashworthiness using modified hybrid cellular automata (MHCA) algorithm
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Topology optimization of energy absorbers under crashworthiness using modified hybrid cellular automata (MHCA) algorithm

机译:使用改良的杂交蜂窝自动机(MHCA)算法,耐能吸收剂的拓扑优化

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摘要

Meta-heuristic and hyperheuristic algorithms are milestones that make the topology optimization practical for dynamic and nonlinear problems. However, researchers are continuing to improve these methods to get better results. Plastic behavior, complex deformation, and load-dependent material properties of the vehicle components during a crash event are challenging issues that are faced in this context. This research focuses on enhancing search efficiency of the hybrid cellular automata (HCA) algorithm with the aim of improving the energy absorption of vehicle structures exposed to high-impact collisions. An attempt is made to utilize an ideal amount of material in the structures to obtain a more uniform distribution of the plastic strain. Thus, the design is based on this criterion throughout the whole structure during the entire collision time. The variable neighborhood radius concept realizes an intelligent search strategy for the modified HCA (MHCA) algorithm. This innovation, applied here to topology optimization design, makes the MHCA algorithm more functional to controlling plastic strain energy. To confirm this, the crash analysis is performed using the finite-element software package LS-DYNA. An additional benefit of using this method is the quick and stable convergence while the energy absorption relative to the mass fraction is remarkably improved.
机译:Meta-heuuristic和Hyperuuristic算法是使拓扑优化用于动态和非线性问题的里程碑。但是,研究人员继续提高这些方法以获得更好的结果。在碰撞事件期间车辆组件的塑料行为,复杂变形和依赖性材料特性是在这种背景下面临的具有挑战性的问题。该研究侧重于提高混合蜂窝自动机(HCA)算法的搜索效率,目的是改善暴露于高冲击碰撞的车辆结构的能量吸收。尝试利用结构中的理想材料,以获得更均匀的塑性菌株的分布。因此,该设计基于整个碰撞时间的整个结构中的该标准。变量邻域RADIUS概念实现了修改的HCA(MHCA)算法的智能搜索策略。这种创新在这里应用于拓扑优化设计,使MHCA算法更具功能,控制塑性应变能量。要确认这一点,使用有限元软件包LS-DYNA执行崩溃分析。使用该方法的额外益处是快速且稳定的收敛,而相对于质量分数的能量吸收显着提高。

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