基于离散时间趋近律的变结构快速趋近控制

P. Padmalatha, Susy Thomas
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引用次数: 3

摘要

本文提出了一种离散时间滑模控制的变结构控制律,以减少到达时间和准滑模带的减少。这个新定律由两种不同的滑动变量动力学组成;一个用于实现快速到达,另一个用于抵消其对加宽准滑动模带的影响。这是通过在滑动表面周围引入边界层来实现的,围绕该边界层进行滑动变量动力学的变换。这提供了选择初始动力学的灵活性,以加快到达阶段,然后在边界处将该动力学转换为减少准滑动模式带的动力学。因此,该定律有效地结合了迄今为止提出的到达定律的有利特性,这些到达定律成功地减少了到达相位或消除了准滑动模带。通过仿真验证了所提出的趋近律的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Discrete time reaching law based variable structure control for fast reaching with reduced chattering
In this paper, a variable structure control law is proposed for discrete time sliding mode control so as to reduce both reaching time and quasi sliding mode band reduction. This new law is composed of two different sliding variable dynamics; one to achieve fast reaching and the other to counter its effect on widening the quasi sliding mode band. This is accomplished by introducing a boundary layer around the sliding surface about which the transformation of the sliding variable dynamics takes place. This provides the flexibility to choose the initial dynamics in such a way as to speed up the reaching phase and then at the boundary transform this dynamics to one that reduces the quasi sliding mode band. Thus, the law effectively coalesces the advantageous traits of hitherto proposed reaching laws that succeed in either the reduction of reaching phase or the elimination of quasi sliding mode band. The effectiveness of the proposed reaching law is validated through simulations.
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CiteScore
6.80
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