A nonhomogeneous finite-time convergent super-twisting algorithm

M. Basin, P. Rodriguez-Ramirez, S. Ding, S. Dominic
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Abstract

This paper presents a nonhomogeneous continuous super-twisting algorithm for systems of relative degree more than one. The conditions of finite-time convergence to the origin are obtained and the robustness of the designed algorithm is discussed. The paper concludes with numerical simulations illustrating performance of the designed algorithms.
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一种非齐次有限时间收敛超扭转算法
提出了一种相对度大于1的非齐次连续超扭转算法。得到了算法收敛于原点的有限时间条件,并讨论了算法的鲁棒性。最后用数值仿真说明了所设计算法的性能。
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