新的二阶滑模算法及其收敛性证明

S. Kochetkov, S. Krasnova, Yu. M. Rassadin, V. Utkin
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引用次数: 1

摘要

研究了在有界光滑扰动作用下二阶滑模的一种算法。所提出的反馈的一个显著特征是封闭系统的微分方程不是齐次的。在扰动只作用于控制通道的假设下,给出了该系统收敛性的最终证明。该算法使控制系统能够以较少的控制资源给出最终的收敛性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The new second order sliding mode algorithm and convergence proof
One of the algorithms of the second order sliding mode is considered under the action of external bounded and smooth disturbances. A distinctive feature of the proposed feedback is that the differential equation of the closed system is not homogeneous. A final proof of convergence for such systems is given under assumption that the disturbances are acting in the control channels only. By using the new algorithm control system was made able to give the final convergence property by using a lower control resources.
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