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Buckling Behavior of FGM Elastic Arches Subjected to Uniformly Distributed Radial Follow Load

机译:FGM弹性拱门对均匀分布径向沿载荷进行屈曲行为

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摘要

It is assumed that the material properties of arches vary with the thickness direction as a power function. Based on Kirchhoff s assumption of straight normal line and the theory of axial extension and geometric nonlinearity, the in-plane buckling behavior of FGM elastic arches subjected to uniformly distributed radial follow loads is studied. In this paper, the governing equations for the nonlinear stability of FGM elastic arches are derived, the effect of composition parameters of FGMs, geometric parameters of arches and ends restraints on critical loads and balance configurations is investigated, and corresponding graphs are plotted.
机译:假设拱形的材料特性随着功率函数的厚度方向而变化。基于Kirchhoff S的直流线和轴向延伸和几何非线性理论,研究了对经过均匀分布的径向载荷的FGM弹性拱的面内屈曲行为。在本文中,推导了FGM弹性拱的非线性稳定性的控制方程,研究了FGMS的组成参数,拱门几何参数的影响和临界负载和平衡配置的抗度和平衡配置的影响,并且绘制了相应的图。

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