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- W3000598552 abstract "In the last decade the prediction of the stability of different milling processes has experimented a great advance. Part of these advances are related to the successful application of frequency models that provide sufficiently precise analytic solutions for the industrial environment. Most of these models of regenerative chatter are based on lineal models of cutting force. Following these models, the cutting forces vary linearly with the chip thickness; therefore it is supposed that the stability of the process does not depend on the feed rate. In practice, it is easy to find cases where chatter grows with low feed rates and it is eliminated increasing the feed. This effect can be partially considered by means of cutting coefficients that depend exponentially on the average chip thickness. The present work considers an exponential force model that takes into account the variation of cutting coefficients with the instantaneous chip thickness and proposes a way to study stability in frequency domain. Obtained results are compared with time domain simulations." @default.
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- W3000598552 date "2006-06-01" @default.
- W3000598552 modified "2023-10-18" @default.
- W3000598552 title "Stability study of the milling process using an exponential force model in frequency domain" @default.
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