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首页> 外文期刊>International Journal of Forming Processes >Thermomechanical Cutting Model Discretisation: Eulerian or Lagrangian, Mesh or Meshless?
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Thermomechanical Cutting Model Discretisation: Eulerian or Lagrangian, Mesh or Meshless?

机译:热机械切割模型离散化:欧拉或拉格朗日,网格还是无网格?

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摘要

Despite of the significant technological progress in machining, at present it is very difficult to model cutting processes in order to predict optimal process performance. Usually, Eulerian, Lagrangian and ALE (arbitrary Lagrangian Eulerian) methods have been adopted for modeling cutting process. Lagrangian formulations allow accurate representations of the domain boundary evolution, however it requires a remeshing procedure. Eulerian formulations have been used in order to compute steady-state solution. However, these Eulerian techniques lead to accurate simulations of processes involving large deformations, as presented in this paper. In the context of Lagrangian simulation, the use of a new meshless technique, called the Natural Element Method, is proposed. This technique allows treating large deformations without remeshing requirements.
机译:尽管在机械加工方面取得了重大的技术进步,但是目前很难对切削过程进行建模以预测最佳过程性能。通常,已采用欧拉,拉格朗日和ALE(任意拉格朗日欧拉)方法对切割过程进行建模。拉格朗日公式可以准确表示域边界演化,但是需要重新网格化程序。已使用欧拉公式来计算稳态解。但是,如本文所述,这些欧拉技术可导致涉及大变形的过程的精确模拟。在拉格朗日模拟的背景下,提出了一种称为自然元素方法的新无网格技术的使用。该技术允许处理大的变形而无需重新提出要求。

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