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Uncertainty analysis on process responses of conventional spinning using finite element method

机译:常规纺纱工艺响应的有限元分析不确定度分析

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摘要

Conventional spinning is a widely used metal forming process to manufacture rotationally axis-symmetric and asymmetric products. Considerable efforts have been made to investigate the forming quality of spun parts using the process in recent years. However, inherent uncertainty properties involved in the spinning process are rarely considered in previous studies. In this paper, an uncertainty analysis and process optimisation procedure have been developed and implemented on conventional spinning with 3D Finite Element Method (FEM). Three process variables are randomized by Gaussian distribution to study the probabilistic characteristics of two process responses. Linear and quadratic approximate representations are constructed by Monte Carlo based Response Surface Method (RSM) with Latin Hypercube Sampling (LHS). The Most Probable Point (MPP) method, which has been widely used to estimate the failure probability in other applications, is further developed in this paper to obtain the probability distribution of the system responses. Following an evaluation of the system responses conducted by the MPP method, a control variable method is used to reduce the variance of spun part wall thickness and total roller force to satisfy the 3σ quality requirement. This uncertainty analysis and process optimisation procedure can be easily implemented in other metal spinning processes. © 2014 Springer-Verlag Berlin Heidelberg.
机译:常规纺丝是广泛使用的金属成型工艺,用于制造旋转轴对称和不对称的产品。近年来,已经进行了相当大的努力来研究使用该方法的旋转部件的成形质量。但是,以前的研究很少考虑纺丝过程中固有的不确定性。在本文中,使用3D有限元方法(FEM)在常规纺丝上开发并实施了不确定性分析和工艺优化程序。通过高斯分布将三个过程变量随机化,以研究两个过程响应的概率特征。线性和二次近似表示是通过基于Monte Carlo的响应面方法(RSM)和拉丁文超立方体采样(LHS)构造的。本文进一步发展了最可能点(MPP)方法,该方法已广泛用于估计其他应用程序中的故障概率,从而获得系统响应的概率分布。在对通过MPP方法进行的系统响应进行评估之后,使用控制变量方法来减小旋转部件壁厚和总辊力的差异,以满足3σ质量要求。这种不确定性分析和工艺优化程序可以在其他金属纺丝工艺中轻松实现。 ©2014施普林格出版社柏林海德堡。

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