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Analytical prediction of chatter stability for variable pitch and variable helix milling tools

机译:变螺距和可变螺旋铣刀颤振稳定性的分析预测

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Regenerative chatter is a self-excited vibration that can occur during milling and other machining processes. It leads to it poor surface finish, premature tool wear, and potential damage to the machine or tool. Variable pitch and variable helix milling tools have been previously proposed to avoid the onset of regenerative chatter. Although variable pitch tools have been considered in some detail in previous research, this has generally focussed on behaviour at high radial immersions. In contrast there has been very little work focussed on predicting the stability of variable helix tools. In the present study, three solution processes are proposed for predicting the stability of variable pitch or helix milling tools. The first is it semi-discretisation formulation that performs spatial and temporal discretisation of the tool. Unlike previously published methods this can predict the stability of variable pitch or variable helix tools, at low or high radial immersions. The second is a time-averaged semi-discretisation formulation that assumes time-averaged cutting force coefficients. Unlike previous work, this can predict stability of variable helix tools at high radial immersion. The third is a temporal-finite element formulation that can predict the stability of variable pitch tools with a constant uniform helix angle, at low radial immersion. The model predictions are compared to previously published work on variable pitch tools, along with time-domain model simulations. Good agreement is found with both previously published results and the time-domain model. Furthermore, cyclic-fold bifurcations were found to exist for both variable pitch and variable helix tools at lower radial immersions. (c) 2008 Elsevier Ltd. All rights reserved.
机译:再生振动是铣削和其他加工过程中可能发生的自激振动。这会导致表面光洁度差,工具过早磨损以及对机器或工具的潜在损坏。先前已经提出了可变螺距和可变螺旋铣削工具,以避免再生颤动的发生。尽管在以前的研究中已经详细考虑了可变螺距工具,但通常将重点放在高径向浸入下的行为。相反,很少有工作致力于预测可变螺旋工具的稳定性。在本研究中,提出了三种解决方法来预测变螺距或螺旋铣刀的稳定性。第一个是半离散化公式,可以对工具进行时空离散。与以前发布的方法不同,这可以预测在低或高径向浸入下可变螺距或可变螺旋工具的稳定性。第二种是时间平均半离散化公式,该公式假定时间平均切削力系数。与先前的工作不同,这可以预测可变螺旋工具在高径向浸入下的稳定性。第三个是时间有限元公式,可以预测在低径向浸入下具有恒定均匀螺旋角的可变螺距工具的稳定性。将模型预测结果与之前在变桨工具上发表的工作进行了比较,并进行了时域模型仿真。在先前发布的结果和时域模型中都发现了很好的一致性。此外,发现在径向浸入较低的情况下,可变螺距和可变螺旋工具均存在环状折叠分叉。 (c)2008 Elsevier Ltd.保留所有权利。

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