Bifurcation and chaotic vibration of frictional chatter in turning process

Bifurcation and chaotic vibration of frictional chatter in turning process

A comprehensive 3-degree-of-freedom dynamic model of turning process is proposed to overcome the shortage of consideration on the feed velocity in Rusinek’s work; nonlinear dynamics behaviors of the cutting tool are investigated by means of displacement bifurcation diagram, time history, and power s...

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Main Authors: An Wang, Wuyin Jin, Wenke Chen, Ruicheng Feng, Chuangwen Xu
Format: Article
Language:English
Published: SAGE Publishing 2018-04-01
Series:Advances in Mechanical Engineering
Online Access:https://doi.org/10.1177/1687814018771262
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spelling doaj-451ba8d6951e42ae83757ad5298217f22020-11-25T02:23:02ZengSAGE PublishingAdvances in Mechanical Engineering1687-81402018-04-011010.1177/1687814018771262Bifurcation and chaotic vibration of frictional chatter in turning processAn Wang0Wuyin Jin1Wenke Chen2Ruicheng Feng3Chuangwen Xu4School of Mechanical and Electronic Engineering, Lanzhou University of Technology, Lanzhou, ChinaKey Laboratory of Digital Manufacturing Technology and Application, Ministry of Education, Lanzhou University of Technology, Lanzhou, ChinaSchool of Mechanical and Electronic Engineering, Lanzhou University of Technology, Lanzhou, ChinaSchool of Mechanical and Electronic Engineering, Lanzhou University of Technology, Lanzhou, ChinaSchool of Mechanical and Electrical Engineering, Lanzhou Institute of Technology, Lanzhou, ChinaA comprehensive 3-degree-of-freedom dynamic model of turning process is proposed to overcome the shortage of consideration on the feed velocity in Rusinek’s work; nonlinear dynamics behaviors of the cutting tool are investigated by means of displacement bifurcation diagram, time history, and power spectrum with cutting velocity as the bifurcation parameter. These results show that there are many kinds of nonlinear dynamic phenomena under the effect of cutting velocity, such as period, chaos, and crisis; furthermore, periodic chaos and crisis, and the high cutting velocity seem to be the effective means to suppress the vibration amplitude of the cutting tool.https://doi.org/10.1177/1687814018771262
collection DOAJ
language English
format Article
sources DOAJ
author An Wang
Wuyin Jin
Wenke Chen
Ruicheng Feng
Chuangwen Xu
spellingShingle An Wang
Wuyin Jin
Wenke Chen
Ruicheng Feng
Chuangwen Xu
Bifurcation and chaotic vibration of frictional chatter in turning process
Advances in Mechanical Engineering
author_facet An Wang
Wuyin Jin
Wenke Chen
Ruicheng Feng
Chuangwen Xu
author_sort An Wang
title Bifurcation and chaotic vibration of frictional chatter in turning process
title_short Bifurcation and chaotic vibration of frictional chatter in turning process
title_full Bifurcation and chaotic vibration of frictional chatter in turning process
title_fullStr Bifurcation and chaotic vibration of frictional chatter in turning process
title_full_unstemmed Bifurcation and chaotic vibration of frictional chatter in turning process
title_sort bifurcation and chaotic vibration of frictional chatter in turning process
publisher SAGE Publishing
series Advances in Mechanical Engineering
issn 1687-8140
publishDate 2018-04-01
description A comprehensive 3-degree-of-freedom dynamic model of turning process is proposed to overcome the shortage of consideration on the feed velocity in Rusinek’s work; nonlinear dynamics behaviors of the cutting tool are investigated by means of displacement bifurcation diagram, time history, and power spectrum with cutting velocity as the bifurcation parameter. These results show that there are many kinds of nonlinear dynamic phenomena under the effect of cutting velocity, such as period, chaos, and crisis; furthermore, periodic chaos and crisis, and the high cutting velocity seem to be the effective means to suppress the vibration amplitude of the cutting tool.
url https://doi.org/10.1177/1687814018771262
work_keys_str_mv AT anwang bifurcationandchaoticvibrationoffrictionalchatterinturningprocess
AT wuyinjin bifurcationandchaoticvibrationoffrictionalchatterinturningprocess
AT wenkechen bifurcationandchaoticvibrationoffrictionalchatterinturningprocess
AT ruichengfeng bifurcationandchaoticvibrationoffrictionalchatterinturningprocess
AT chuangwenxu bifurcationandchaoticvibrationoffrictionalchatterinturningprocess
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