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Identification and Analysis of Tool Wear Signal in CNC Machine Tool Based on Chaos Method

机译:基于混沌法的CNC机床工具磨损信号识别与分析

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In this paper, the tooth-tool in CNC machine tool is taken as the research object, and the time series of tool vibration signal is analyzed based on chaos theory, which verifies the effectiveness of using chaos theory to analyze vibration signal. Firstly, the time series of tool vibration signals is obtained by the experimental system, and the phase space of the obtained experimental data is reconstructed to determine the best embedding dimension m and delay time τ of the time series. Then, combined with the best embedding dimension and delay time, the phase diagram is constructed and the maximum Lyapunov exponent of the time series is calculated by using the small data volume method, thus verifying that the passive intermodulation power time series has chaotic characteristics qualitatively and quantitatively. On this basis, the vibration signal is analyzed by SE complexity, which shows that the greater the wear value, the greater the complexity of vibration signal. The chaos theory proposed in this paper provides a new idea for developing mechanical fault diagnosis technology and improving the performance of mechanical system.
机译:本文采用了CNC机床的牙齿工具作为研究对象,基于混沌理论分析了刀具振动信号的时间序列,这验证了使用混沌理论分析振动信号的有效性。首先,通过实验系统获得工具振动信号的时间序列,重建所获得的实验数据的相位空间以确定时间序列的最佳嵌入尺寸M和延迟时间τ。然后,结合最佳的嵌入尺寸和延迟时间,构造了相图,并且通过使用小数据量方法计算了时间序列的最大Lyapunov指数,从而验证被动互调电源时间序列的定性具有混沌特性和数量上。在此基础上,通过SE复杂性分析振动信号,这表明磨损值越大,振动信号的复杂性越大。本文提出的混沌理论提供了开发机械故障诊断技术和提高机械系统性能的新思路。

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