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首页> 外文期刊>International Journal of Mechanical Sciences >Limit analysis of strain-hardening viscoplastic cylinders under internal pressure by using the velocity control: Analytical and numerical investigation
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Limit analysis of strain-hardening viscoplastic cylinders under internal pressure by using the velocity control: Analytical and numerical investigation

机译:使用速度控制在内部压力下应变硬化粘塑性圆柱体的极限分析:分析和数值研究

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摘要

The paper aims to assess plastic limit loads of thick-walled hollow cylinders of strain-hardening viscoplastic materials under internal pressure. Particularly, the problem concerned features in the interaction between strengthening and weakening behavior during the deformation process. Therefore, the relating onset of instability and the stability condition also deserve to be further investigated. Analytical and finite-element limit analysis efforts are both made for complete and comparative investigation. By the concept of sequential limit analysis, the plastic limit loads were acquired by solving a sequence of limit analysis problems via computational optimization techniques. Applying the velocity control as a computational strategy to simulate the action of pressure, the paper investigates analytically and numerically the plastic limit load, the onset of instability and the stability condition of plane-strain circular cylinders. Especially, analytical solutions of the onset of instability were solved explicitly by the fixed point iteration. Validation of the present analytical and finite-element efforts was made completely with good agreement between the analytical solutions and the numerical results.
机译:本文旨在评估内部压力下应变硬化粘塑性材料的厚壁空心圆柱的塑性极限载荷。特别地,所关注的问题是变形过程中强化行为与弱化行为之间相互作用的特征。因此,不稳定性的相关发作和稳定性条件也值得进一步研究。进行分析和有限元极限分析工作都是为了进行完整和比较研究。通过顺序极限分析的概念,通过计算优化技术解决了一系列极限分析问题,从而获得了塑料极限载荷。将速度控制作为一种模拟压力作用的计算策略,通过分析和数值方法研究了平面极限圆柱的塑性极限载荷,不稳定性的发生和稳定性条件。特别是,通过定点迭代显式地解决了不稳定开始的解析解。在解析解决方案与数值结果之间取得良好一致性的情况下,完全验证了目前的分析和有限元研究成果。

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