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Elasto-plastic analysis of an internally pressurized thick-walled cylinder using a strain gradient plasticity theory

机译:基于应变梯度可塑性理论的内压厚壁圆筒的弹塑性分析

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An analytical solution for the stress, strain and displacement fields in an internally pressurized thick-walled cylinder of an elastic strain-hardening plastic material in the plane strain state is presented. A strain gradient plasticity theory is used to describe the constitutive behavior of the material undergoing plastic deformations, whereas the generalized Hooke's law is invoked to represent the material response in the elastic region. The solution gives explicit expressions for the stress, strain and displacement components. The inner radius of the cylinder enters these expressions not only in non-dimensional forms but also with its own dimensional identity, unlike classical plasticity-based solutions. As a result, the current solution can capture the size (strengthening) effect at the micron scale. The classical plasticity-based solution of the same problem is shown to be a special case of the present solution. Numerical results for the maximum effective stress in the cylinder wall are also provided to illustrate applications of the newly derived solution. (C) 2003 Elsevier Ltd. All rights reserved. [References: 30]
机译:提出了一种在平面应变状态下内部弹性加压硬化塑料材料的厚壁圆柱体内的应力,应变和位移场的解析解。应变梯度可塑性理论用来描述材料经历塑性变形的本构行为,而广义的胡克定律则被用来表示弹性区域中的材料响应。该解决方案给出了应力,应变和位移分量的明确表达式。与基于经典可塑性的解决方案不同,圆柱的内半径不仅以无量纲形式输入这些表达式,而且以其自身的尺寸标识输入这些表达式。结果,当前的解决方案可以捕获微米级的尺寸(增强)效果。相同问题的基于经典可塑性的解决方案被证明是本解决方案的特例。还提供了气缸壁中最大有效应力的数值结果,以说明新推导的解决方案的应用。 (C)2003 Elsevier Ltd.保留所有权利。 [参考:30]

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