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Numerical modelling of orthogonal cutting: influence of numerical parameters

机译:正交切削的数值建模:数值参数的影响

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The study of material local removal phenomena is relevant in all machining problems. Despite many studies, which have largely increased our understanding of this process, the constant evolution of metallurgical, chemical, mechanical and structural characteristics of materials has shown the need to extend investigations in the field of chip formation. Nevertheless, the complexity of the phenomena, met within this framework, often limits the approaches to a configuration known as "orthogonal cutting". Experimental and analytical methods developed for these studies, have recently been completed by numerical approaches using the finite element method. The aim of this paper is to focus on some numerical problems related to finite element method, and propose some solutions to deal with. In particular the influence of mesh density and hourglass is studied. It is shown that the choice of consistent parameters to validate numerical models is of primary importance to be able to compare experimental and numerical results. The mesh density is shown to be the most influencing parameter in orthogonal cutting modelling and particularly on chip morphology. In contrast, macroscopic parameters, as cutting forces, or internal fields, as stress, strain or temperature, are shown to be less dependent on the mesh size.
机译:材料局部去除现象的研究与所有加工问题有关。尽管进行了许多研究,极大地增加了我们对该工艺的了解,但是材料的冶金,化学,机械和结构特性的不断发展表明,有必要扩大切屑形成领域的研究范围。然而,在该框架内遇到的现象的复杂性通常将方法限制为被称为“正交切割”的构造。为这些研究开发的实验和分析方法,最近已通过使用有限元方法的数值方法完成。本文的目的是关注与有限元方法有关的一些数值问题,并提出一些解决方案。特别是研究了网眼密度和沙漏的影响。结果表明,为了验证实验结果和数值结果,选择一致的参数来验证数值模型至关重要。在正交切削建模中,尤其是在切屑形态上,网孔密度是影响最大的参数。相反,宏观参数(如切削力)或内部场(如应力,应变或温度)显示出对网格尺寸的依赖性较小。

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