首页> 外文会议>ASME international manufacturing science and engineering conference 2011 >NUMERICAL MODELING OF MINIMUM UNCUT CHIP THICKNESS FOR MICROMACHINING WITH DIFFERENT RAKE ANGLE
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NUMERICAL MODELING OF MINIMUM UNCUT CHIP THICKNESS FOR MICROMACHINING WITH DIFFERENT RAKE ANGLE

机译:不同前角微细加工最小切屑厚度的数值模拟

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摘要

In micromachining, when the undeformed chip thickness becomes comparable to the edge radius of the cutting tool, the effective rake angle becomes to be negative and has significant effect on the determination of the minimum uncut chip thickness. The determination of the minimum uncut chip thickness is essential in micro machining in order to achieve desired surface integrity and accuracy. In this paper, an Arbitrary Lagrangian Eulerian (ALE)-based numerical modeling is proposed to determine the minimum uncut chip thickness for Copper by changing the cutting tool's nominal rake angle. According to the relationship between the minimum uncut chip thickness and the effective rake angle, a mathematical model that reflects the relationship between the effective rake angle and the nominal rake angle is established.
机译:在微加工中,当未变形的切屑厚度变得与切削工具的刀刃半径相当时,有效前角变得为负,并且对最小未切削切屑厚度的确定具有显着影响。为了实现所需的表面完整性和精度,最小未切屑厚度的确定对于微加工至关重要。本文提出了一种基于任意拉格朗日欧拉(ALE)的数值模型,通过更改切削工具的公称前角来确定铜的最小未切削切屑厚度。根据最小未切屑厚度与有效前角之间的关系,建立了反映有效前角与名义前角之间关系的数学模型。

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