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Research on stability and nonlinear vibration of shape memory alloy hybrid laminated composite panel under aerodynamic and thermal loads

机译:形状记忆合金混合层压复合板在气动和热载荷下的稳定性和非线性振动研究

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摘要

The stability and nonlinear vibration of a NiTi shape memory alloy hybrid laminated composite panel under aerodynamic and thermal loads are investigated. The partial differential dynamic equations of the shape memory alloy hybrid laminated composite panel are derived based on the large deformation theory, the first-order piston theory of aerodynamic pressure and a simple constitutive model of shape memory alloy. Then, the general expressions of multimode discrete equations of the shape memory alloy hybrid laminated composite panel are obtained for the first time using Galerkin method. The stability of the shape memory alloy hybrid laminated composite panel is analyzed first based on the Routh-Hurwitz criteria, and the results show that the temperature and aerodynamic pressure parameter plane can be divided into a flat and stable region, a flutter region, and a buckling region, and the flat and stable region can be greatly enlarged as the shape memory alloy volume fraction increases. Meanwhile, numerical results of the dynamic equations show that the shape memory alloy hybrid laminated composite panel can produce various dynamic motions, and the bifurcation characteristics of the responses with temperature obtained by numerical method coincide well with the stability boundaries determined by analytical method.
机译:研究了NiTi形状记忆合金混合层压复合板在气动和热载荷作用下的稳定性和非线性振动。基于大变形理论,气动压力一阶活塞理论和简单的形状记忆合金本构模型,推导了形状记忆合金混合层压复合板的偏微分动力学方程。然后,首次利用Galerkin方法获得了形状记忆合金混合层压复合板的多模离散方程的一般表达式。首先根据Routh-Hurwitz准则对形状记忆合金混合层压复合板的稳定性进行了分析,结果表明,温度和空气动力学压力参数平面可分为平坦且稳定的区域,颤动区域和随着形状记忆合金体积分数的增加,屈曲区域和平坦且稳定的区域可以大大扩大。同时,动力学方程的数值结果表明,形状记忆合金混合层压复合板可产生各种动态运动,数值方法获得的温度响应的分叉特性与解析方法确定的稳定性边界吻合得很好。

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