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Investigation of rotary inertial dynamic effects on chatter boundary in milling process using three-dimensional Timoshenko tool model

机译:使用三维Timoshenko工具模型研究铣削过程中旋转惯性动力学对颤振边界的影响

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摘要

Chatter prediction is essential to conduct stable machining. Many of the previous studies made to simulate milling process have not considered gyroscopic and rotary inertial dynamics effects. The aim of this research is to investigate the effects of rotary inertial dynamics on prediction of chatter in the milling operation. For this purpose, a three-dimensional rotating cantilever Timoshenko beam is considered for modeling the cutting tool. In the proposed model, cutting forces are applied at the end of the beam. Imposing spectral finite element model, the governing delay partial differential equations of the system reduce to nondelay ordinary differential equations. The main contributions of the current research are modeling the cutting tool as a continuous model by Timoshenko beam theory, finding and solving nondelay ordinary differential equations of the cutter via spectral finite element model, and studying the effects of gyroscopic and rotary inertial dynamics, completely. For validating, the system stability predictions obtained from the presented model are compared with experimental outcomes from the literature. Besides the common stability lobe diagram which is in terms of depth of cut and the spindle speed, other stability diagrams based on cutter length and diameter are illustrated. Using this model, influences of rotary inertial dynamics on these stability diagrams are investigated. The results show that ignoring the rotary inertial dynamics causes significant errors in prediction of chatter boundaries especially in high angular velocity of the tool. In addition, the effect of number of the cutter teeth on the stability of milling process is studied. The presented stability diagram may help a machinist to choose a better set of parameters, such as tool length and diameter, number of cutter flutes, depth of cut, and spindle velocity, for doing a stable milling process.
机译:颤振预测对于进行稳定的加工至关重要。以前许多模拟铣削过程的研究都没有考虑陀螺和旋转惯性动力学效应。本研究的目的是研究铣削过程中旋转惯性动力学对颤振预测的影响。为此,考虑使用三维旋转悬臂Timoshenko梁对切削工具进行建模。在建议的模型中,切削力施加在梁的末端。通过施加频谱有限元模型,系统的控制延迟偏微分方程可简化为非延迟常微分方程。当前研究的主要贡献是利用Timoshenko梁理论将切削刀具建模为连续模型,通过光谱有限元模型找到并求解刀具的非延迟常微分方程,并全面研究陀螺仪和旋转惯性动力学的影响。为了验证,将从给出的模型获得的系统稳定性预测与文献中的实验结果进行比较。除了在切削深度和主轴转速方面的常见稳定性凸角图之外,还显示了其他基于刀具长度和直径的稳定性图。使用该模型,研究了旋转惯性动力学对这些稳定性图的影响。结果表明,忽略旋转惯性动力学会导致颤振边界的预测出现重大误差,尤其是在工具的高角速度中。另外,研究了铣刀齿数对铣削加工稳定性的影响。所呈现的稳定性图可以帮助机械师选择一组更好的参数,例如刀具长度和直径,刀具出屑槽的数量,切削深度和主轴速度,以进行稳定的铣削过程。

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