Dynamic Analysis of Cam Manufacturing

P. Hh, Nguyen Pv
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Abstract

In cam milling process, cutting force is a variant factor during every time period and cam has a quite complex profile that leads to alternate force direction. These consequently, create machine vibration. The dynamic behaviour of machine can be predicted approximately if it is represented by a mathematical model. This paper shows result of cam cutting machine’s dynamic, which used Lagrange’s equation to solve. In this case, the machine vibration is surveyed only dimensions such as X and Y through using cutting condition with alloy cutting tool to mill a 10 mm thickness steel cam. The machine is modelled into the two degree of freedom vibrating system follow X and Y direction. Each of X and Y table equal to the compound: stiffness, damper and mass, which applied as constant coefficients in Lagrange’s equation. On the other hand, analysing cam characteristic and milling process in detail provides the resultant cutting follow X and Y in order to become external force of previous equation. After giving data in sufficient that necessary for problem, Matlab Simulink displays the vibration of X, Y for two states tangent force factor Kt=299.3 and Kt=598.6. At the end, it gives a comparison between these states.
凸轮制造的动力学分析
在凸轮铣削过程中,切削力是每个时间段的一个变化因素,凸轮具有相当复杂的轮廓,导致力的方向交替。从而产生机器振动。如果用数学模型来表示机器的动态行为,就可以近似地预测它。本文给出了用拉格朗日方程求解凸轮切割机动力学的结果。在这种情况下,通过使用合金刀具铣削10mm厚钢凸轮的切削条件,仅测量机器振动的尺寸,如X和Y。该机器被建模为沿X和Y方向的两自由度振动系统。X和Y表中的每一个都等于复合物:刚度、阻尼器和质量,它们在拉格朗日方程中作为常系数应用。另一方面,通过对凸轮特性和铣削过程的详细分析,给出了相应的切削轨迹X和Y,从而成为上一方程的外力。在给出足够的数据后,Matlab Simulink显示了两种状态下X、Y的振动——切向力因子Kt=299.3和Kt=598.6。最后,对这些状态进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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