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Optimal design of metallic sandwich tubes with prismatic cores to internal moving shock load

机译:具有棱柱形芯的金属三明治管对内部移动冲击载荷的优化设计

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Prismatic metallic sandwich tubes subject to internal moving shock loads are optimally designed for minimum weight. The stretching-dominated core topologies are considered, and the effective stiffness matrices of prismatic cores are predicted via homogenization procedure. Failure mechanisms are estimated on the basis of structural responses that are obtained by using the multi-layer sandwich model considering the shear deformation and compressibility of the core. In present study, the constraint functions on failure mechanisms are not explicit expressions, leading to the discontinuity of the optimization problem; hence, the genetic algorithm is invoked. The optimum parameters and minimum weight are evaluated. Meanwhile, the optimal designs are validated by finite element simulations. The results demonstrate that the rectangular core is preferred among three core topologies, and the rectangular core with four layers of cells is most weight-efficient at high load indices, but one layer at lower load indices. The effect of the number of unit cells in circumferential direction on the minimum weight design is slight. In addition, the optimal sandwich tubes are inferior to the optimal monolithic tubes at selected load indices, from a weight-efficiency standpoint, attributed to the fact that face yielding induced by circumferential tension primarily dominates the minimum weight design.
机译:承受内部移动冲击载荷的棱柱形金属三明治管经过优化设计,以减轻重量。考虑了以拉伸为主的核拓扑,并通过均质化程序预测了棱柱形核的有效刚度矩阵。失效机理是根据结构响应估算的,而结构响应是通过考虑芯的剪切变形和可压缩性的多层夹层模型获得的。在本研究中,失效机制的约束函数不是明确的表达式,导致优化问题的不连续性。因此,将调用遗传算法。评估最佳参数和最小重量。同时,通过有限元仿真验证了最佳设计。结果表明,矩形芯在三种芯拓扑中是首选,并且具有四层单元的矩形芯在高负荷指数下的重量效率最高,而在较低负荷指数下的一层重量最高。圆周方向上的晶胞数量对最小重量设计的影响很小。另外,从重量效率的角度来看,最佳的三明治管在选定的载荷指数下不如最佳的整体管,这归因于以下事实:由周向张力引起的面屈服主要在最小重量设计中占主导地位。

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