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Layerwise/FSDT comparative studies on nonlinear transient response of SMA hybrid composite beam

机译:SMA混合复合梁非线性瞬态响应的层数/ FSDT比较研究

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摘要

A comprehensive study is provided to compare the results of layer-wise theory (LWT) with one of the renowned equivalent single layer beam theories (ESLs) known as First-Order shear deformation beam theory (FOBT) on the study of transient nonlinear dynamic response of an SMA reinforced composite beam. Considering von Karman strain-displacement formulations, the governing equations of forced vibrations under transient impulsive loads are formulated by LWT and ESL methods. In order to simulate the constitutive behavior of SMA wires, the 3D SMA model developed by Panico and Brinson is adopted and reduced to a 1D model which enables one to reproduce pseudo-elastic (PE), martensite transformation/orientation and in particular ferro-elastic (FE) effects. General transient transverse loading is considered and the governing equations are discretized by combined method of differential-integral quadratures (DQ-IQ). Based on Newmark time marching technique, an incremental solution algorithm is developed for the problem in which nonlinear governing equations are solved by Newton-Raphson method. The results are assessed by comparing with available literature. Moreover, the FOBT and layerwise solutions are compared with each other and the effects of layup geometry and boundary conditions upon the composite beam responds are explored. The influence of volume fraction of SMA-wire reinforcements and the FE/PE behaviors of the wires upon the diverging results of FOBT/LWT analyses are studied in detail.
机译:提供了一个综合研究,以将层面理论(LWT)的结果与称为一阶剪切变形光束理论(FOBT)的一个着名的等效单层光束理论(ESLS)进行比较瞬态非线性动态响应研究SMA加强复合梁。考虑到Von Karman应变 - 位移制剂,通过LWT和ESL方法配制瞬态冲动载荷下强制振动的控制方程。为了模拟SMA线的组成型行为,采用潘尼科和布林森开发的3D SMA模型,并减少到一个1D模型,使得能够再现伪弹性(PE),马氏体转换/方向以及特定的铁弹性(FE)效果。考虑一般瞬态横向加载,并且通过差分积分四轮系统的组合方法(DQ-IQ)的组合方法离散化控制方程。基于Newmark Time Franing技术,开发了一种增量解决方案算法,用于Newton-Raphson方法解决非线性控制方程的问题。通过与可用文献进行评估结果。此外,探讨了FOBT和层状溶液,探索了叠加几何形状和边界条件对复合光束响应的影响。详细研究了SMA-线增强体积分数的影响和电线的FE / PE行为对FoBT / LWT分析的发散结果进行了研究。

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