考虑由摩擦产生的极限环的更高项描述函数

Sulan Li, Yu Jin
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引用次数: 0

摘要

在伺服系统中,摩擦、间隙、饱和等非线性因素会影响系统精度,甚至产生极限环。因此,对系统非线性的研究具有重要的理论和工程价值。并重点讨论了摩擦引起的极限环,包括其产生和避免。首先推导了库仑摩擦模型和黏度摩擦模型的描述函数。其次,讨论了描述函数中频率项个数的影响。研究了极限环的相位和幅值特征。第三,以具有摩擦非线性的伺服系统为例。仿真结果验证了理论推导的正确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Considering higher terms of description function for limit cycle generated by friction
In servo systems, there are various nonlinear factors, including friction, backlash and saturation, which will affect the system accuracy, even produce limit cycles. Therefore, the study of the nonlinearity in the system has important theoretical and engineering value. And limit-cycle caused by friction, including its generation and avoiding are focused on. Firstly, the description function for coulomb and viscosity friction model is derived, respectively. Secondly, the effect of numbers of frequency terms considered in description function is discussed. The feature of the phase and amplitude of limit-cycle is studied. Thirdly, a servo system with friction nonlinearity is taken as an example. The simulation results show the correctness of the theoretical deduction.
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