Hybrid input shaping control scheme for reducing vibration of robot based on multi-mode control

Yu-lan Wei , Bing Li , Peng-fei Ou , Qing-zhu Zhang

Journal of Central South University ›› 2019, Vol. 26 ›› Issue (6) : 1649 -1660.

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Journal of Central South University ›› 2019, Vol. 26 ›› Issue (6) : 1649 -1660. DOI: 10.1007/s11771-019-4119-2
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Hybrid input shaping control scheme for reducing vibration of robot based on multi-mode control

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Abstract

The classic multi-mode input shapers (MMISs) are valid to decrease multi-mode residual vibration of manipulators or robots simultaneously. But these input shapers cannot suppress more residual vibration with a quick response time when the frequency bandwidth of each mode vibration is very different. The methodologies and various types of multi-mode classic and hybrid input shaping control schemes with positive impulses were introduced in this paper. Six types of two-mode hybrid input shapers with positive impulses of a 3 degree of freedom robot were established. The ability and robustness of these two-mode hybrid input shapers to suppress residual vibration were analyzed by vibration response curve and sensitivity curve via numerical simulation. The response time of the zero vibration-zero vibration and derivative (ZV-ZVD) input shaper is the fastest, but the robustness is the least. The robustness of the zero vibration and derivative-extra insensitive (ZVD-EI) input shaper is the best, while the response time is the longest. According to the frequency bandwidth at each mode and required system response time, the most appropriate multi-mode hybrid input shaper (MMHIS) can be selected in order to improve response time as much as possible under the condition of suppressing more residual vibration.

Keywords

hybrid control / input shaping / vibration suppression / multi-mode / robot

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Yu-lan Wei, Bing Li, Peng-fei Ou, Qing-zhu Zhang. Hybrid input shaping control scheme for reducing vibration of robot based on multi-mode control. Journal of Central South University, 2019, 26(6): 1649-1660 DOI:10.1007/s11771-019-4119-2

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