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首页> 外文期刊>Journal of manufacturing science and engineering: Transactions of the ASME >Microendmill Dynamics Including the Actual Fluted Geometry and Setup Errors-Part 1: Model Development and Numerical Solution
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Microendmill Dynamics Including the Actual Fluted Geometry and Setup Errors-Part 1: Model Development and Numerical Solution

机译:包括实际凹槽几何和设置误差在内的Microendmill动力学-第1部分:模型开发和数值解

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摘要

This paper presents an analytical model for the microendmill dynamics, including the setup errors, the axial force, the sectioned tool geometry, and the actual crosssection of the twisted fluted section. Different tool geometries and tool-grinding errors can also be incorporated in the presented model. To include the shear deformations and rotary inertia effects arising from the stubby nature of the microendmill, the Timoshenko beam equations are used in the derivation. The boundary-value problem is derived for each of the shank, taper, and fluted sections of the microendmill, and a component mode synthesis technique is used to combine the individual sections. A new spectral-Tchebychev technique is utilized to obtain the numerical solution of the boundary-value problem without resorting to the finite-elements technique. As a result, a simple yet accurate description of the microendmill dynamics is obtained. The solution is experimentally validated in Part II of the paper.
机译:本文介绍了微型立铣刀动力学的分析模型,包括设置误差,轴向力,剖切的刀具几何形状以及扭曲槽纹截面的实际横截面。不同的刀具几何形状和刀具磨削误差也可以纳入所提出的模型中。为了包括由微型立铣刀的粗短特性引起的剪切变形和旋转惯性效应,在推导中使用了Timoshenko梁方程。对于微型立铣刀的每个刀柄,锥度和凹槽部分都导出了边界值问题,并且使用了组件模式合成技术来组合各个部分。利用一种新的频谱-Tchebychev技术,无需求助于有限元技术,即可获得边值问题的数值解。结果,获得了对微型立铣刀动力学的简单而准确的描述。该解决方案在本文的第二部分中进行了实验验证。

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