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Numerical prediction of static form errors in peripheral milling of thin-walled workpieces with irregular meshes

机译:不规则网格薄壁工件外圆铣削中静态形状误差的数值预测

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摘要

The finite element formulation is studied in this paper to predict static form errors in the peripheral milling of complex thin-walled workpieces. Key issues such as cutter modeling, finite element discretization of cutting forces, tool-workpiece coupling and variation of the workpieces rigidity in milling are investigated. To be able to predict static form errors on the machined surface of complex form, considerable improvements are made on the proper modeling of the material removal in milling and the iterative calculations of tool-workpiece deflections. A general simulation approach is developed based on 3D irregular finite element meshes. By using illustrative examples, rigid and flexible models are compared with existing ones to show the validity of the approach.
机译:本文研究了有限元公式,以预测复杂薄壁工件的外围铣削中的静态形状误差。研究了诸如铣刀建模,切削力的有限元离散化,刀具-工件耦合以及铣削中工件刚度变化等关键问题。为了能够预测复杂形状的加工表面上的静态形状误差,在铣削中材料去除的正确建模以及工具-工件变形的迭代计算方面进行了相当大的改进。基于3D不规则有限元网格,开发了一种通用的仿真方法。通过使用说明性示例,将刚性和柔性模型与现有模型进行比较,以证明该方法的有效性。

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