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Finite Deformations of Functionally Graded Shell under Outer Pressure with Steady State Temperature

机译:具有稳态温度的外压下功能梯度壳的有限变形

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In this paper, finite elastic and plastic stresses have been determined for functionally graded shell using the concepts of transition theory and generalized measure of strain i.e. nonlinear terms in the displacements are also considered while in classical theory only infinitesimal strain theory concept has been applied. In this problem of spherical shell, temperature has been applied at the internal surface while pressure is considered to be applied at the external surface. From the detailed analysis, it has been noticed that temperature and pressure have significant effects on functionally graded shell. In this paper, it is found that external pressure required for the fully plastic state from initial yielding is on the higher side for the shell made up of highly functionally graded material as compared to the shell made up of less functionally graded material.
机译:本文使用过渡理论的概念和菌株的广义测量,已经确定了有限的弹性和塑料应力,并且在古典理论中也考虑了位移中的非线性术语,仅应用了无限的菌株理论概念。在球形壳的这种问题中,在内表面上施加温度,而在外表面上被认为是压力。从详细分析中,已经注意到,温度和压力对功能分级壳具有显着影响。在本文中,发现与由较低功能梯度材料组成的壳体相比,从初始屈服从初始屈服的完全塑性状态所需的外部压力是由高效渐变材料组成的壳体的较高侧。

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