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A multi-scale approach for the simultaneous shape and material optimisation of sandwich panels with cellular core

机译:一种多尺度方法,用于夹层芯的夹层面板的同时形状和材料优化

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摘要

This work deals with the problem of the optimum design of a sandwich panel made of carbon-epoxy skins and a metallic cellular core. The proposed design strategy is a multi-scale numerical optimisation procedure that does not make use of any simplifying hypothesis to obtain a true global optimum configuration of the system. To face the design of the sandwich structure at both meso and macro scales, a two-level optimisation strategy is employed: at the first level the goal is the determination of the optimum shape of the unit cell of the core (meso-scale) together with the material and geometric parameters of the laminated skins (macro-scale), while at the second level the objective is the design of the skins stacking sequence (skin meso-scale) meeting the geometrical and material parameters provided by the first-level problem. The two-level strategy is founded on the polar formalism for the description of the anisotropic behaviour of the laminates, on the NURBS basis functions for representing the shape of the unit cell and on the use of a genetic algorithm as optimisation tool to perform the solution search. To prove its effectiveness, the multi-scale strategy is applied to the least-weight design of a sandwich plate subject to constraints of different nature: on the positive-definiteness of the stiffness tensor of the core, on the admissible material properties of the laminated faces, on the local buckling load of the unit cell, on the global buckling load of the panel and geometrical as well as manufacturability constraints related to the fabrication process of the cellular core.
机译:这项工作涉及由碳 - 环氧树脂和金属细胞核心制成的夹层面板的最佳设计问题。所提出的设计策略是一种多尺度数值优化过程,不利用任何简化的假设来获得系统的真正全局最佳配置。要面对两个MESO和宏观尺度的夹层结构的设计,采用了两级优化策略:在第一级,目标是确定核心(中间级)的单位单元的最佳形状利用层压皮肤的材料和几何参数(宏观级),而在第二级的同时,目的是符合第一级问题提供的几何和材料参数的皮肤堆叠序列(皮肤间隙级)的设计。两级策略建立在极性形式主义上,用于描述层压板的各向异性行为,在NURBS基础函数上,用于代表单位细胞的形状和使用遗传算法作为优化工具执行解决方案搜索。为了证明其有效性,将多尺度策略应用于受不同性质的限制的夹层板的最小重量设计:关于核心刚度张量的正面定义,对层压的可允许材料特性面对单元电池的局部屈曲负荷,在面板的全球屈曲负荷以及几何以及与蜂窝核心的制造过程相关的可制造性约束。

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