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Linear statics and free vibration sensitivity analysis of the composite sandwich plates based on a layerwise/solid-element method

机译:基于层/固元法的复合材料夹芯板线性静力学和自由振动灵敏度分析

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Although many researches have been attracted to optimization problems of composite sandwich structures, there are rarely special literatures for sensitivity analysis which provides essential gradient information for the optimization. In this paper the linear statics and free vibration sensitivity analysis problems of the composite sandwich plates are studied based on a layerwise/solid-element method (LW/SE) which was developed in our previous work to eliminate or decrease the error induced by the equivalent methods of the core. In the present sensitivity analysis schemes the cores of the sandwich plates are discretized by three models, namely, full model, local model and equivalent model. In the numerical examples, two kinds of sensitivity analysis schemes, the overall finite difference method (OFD) and the semi-analytical method (SAM), are employed to calculate the sensitivity coefficients of displacements, stresses and natural frequencies. The convergence is studied together with the effect of step size on the relative error. The performance of these three methods of modeling the honeycomb in computing displacements and natural frequencies sensitivity coefficients is investigated. At last, the influences of the parameters on the displacements, stresses and natural frequencies are investigated by using the sensitivity analysis scheme based on the local model and SAM.
机译:尽管人们对复合夹层结构的优化问题进行了许多研究,但很少有专门的文献进行敏感性分析,从而为优化提供了必要的梯度信息。本文基于层合/固元法(LW / SE)研究了复合夹层板的线性静力学和自由振动灵敏度分析问题,该方法是我们先前的工作中开发的,目的是消除或减少等效当量引起的误差。方法的核心。在目前的灵敏度分析方案中,夹心板的芯由三个模型离散化,即完整模型,局部模型和等效模型。在数值示例中,采用了两种灵敏度分析方案,即整体有限差分法(OFD)和半解析方法(SAM),以计算位移,应力和固有频率的灵敏度系数。研究收敛性以及步长对相对误差的影响。研究了这三种对蜂窝进行建模的方法在计算位移和固有频率灵敏度系数方面的性能。最后,利用基于局部模型和SAM的灵敏度分析方案,研究了参数对位移,应力和固有频率的影响。

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