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- W2634233181 abstract "This paper offers an adaptive global second-order sliding surface for perturbed dynamical systems with matched and unmatched external disturbances. Based on the composite nonlinear feedback theory, a nonlinear function Ψ( x 1 ) is employed in the switching surface to adjust the damping ratio of the controlled system. Initially, using a constant gain matrix, a small value of the damping ratio is achieved presenting a fast performance. As the system state converges to the origin, the damping ratio of the closed-loop system is increased that yields fast settling time and a low overshoot. A novel smooth and chattering-free controller is proposed to fulfill the removal of the reaching mode and the existence of the sliding behavior around the surface from the beginning. The adaptive gain tuning controller reduces the required information for the upper bound of disturbances. Moreover, the selection of the constant parameters μ 1 and τ 1 for the control law is turned into a cost function and solved by a particle swarm optimization method. Several criteria are derived to assure the robust stability of the uncertain dynamical system. Some simulations are offered to demonstrate the effectiveness of the planned technique." @default.
- W2634233181 created "2017-06-30" @default.
- W2634233181 creator A5068858971 @default.
- W2634233181 creator A5087794334 @default.
- W2634233181 date "2017-06-26" @default.
- W2634233181 modified "2023-09-23" @default.
- W2634233181 title "Robust global second-order sliding mode control with adaptive parameter-tuning law for perturbed dynamical systems" @default.
- W2634233181 cites W1480581668 @default.
- W2634233181 cites W1509463226 @default.
- W2634233181 cites W1547377511 @default.
- W2634233181 cites W1621133376 @default.
- W2634233181 cites W1625145417 @default.
- W2634233181 cites W1662548394 @default.
- W2634233181 cites W1876817982 @default.
- W2634233181 cites W1922363913 @default.
- W2634233181 cites W1971876118 @default.
- W2634233181 cites W1980092558 @default.
- W2634233181 cites W1983429883 @default.
- W2634233181 cites W1988957915 @default.
- W2634233181 cites W1991198236 @default.
- W2634233181 cites W1994848137 @default.
- W2634233181 cites W1997732047 @default.
- W2634233181 cites W1998326282 @default.
- W2634233181 cites W2001212904 @default.
- W2634233181 cites W2003903270 @default.
- W2634233181 cites W2004247120 @default.
- W2634233181 cites W2005970795 @default.
- W2634233181 cites W2009547761 @default.
- W2634233181 cites W2011412866 @default.
- W2634233181 cites W2012232855 @default.
- W2634233181 cites W2014165057 @default.
- W2634233181 cites W2016667576 @default.
- W2634233181 cites W2018851823 @default.
- W2634233181 cites W2020949536 @default.
- W2634233181 cites W2026508722 @default.
- W2634233181 cites W2026804976 @default.
- W2634233181 cites W2028209679 @default.
- W2634233181 cites W2028613402 @default.
- W2634233181 cites W2032230578 @default.
- W2634233181 cites W2033237781 @default.
- W2634233181 cites W2035471600 @default.
- W2634233181 cites W2035911222 @default.
- W2634233181 cites W2037091903 @default.
- W2634233181 cites W2037639916 @default.
- W2634233181 cites W2039088215 @default.
- W2634233181 cites W2042618160 @default.
- W2634233181 cites W2044548198 @default.
- W2634233181 cites W2052401157 @default.
- W2634233181 cites W2057143109 @default.
- W2634233181 cites W2060575814 @default.
- W2634233181 cites W2066222448 @default.
- W2634233181 cites W2066988286 @default.
- W2634233181 cites W2070197461 @default.
- W2634233181 cites W2070599671 @default.
- W2634233181 cites W2072508022 @default.
- W2634233181 cites W2073887133 @default.
- W2634233181 cites W2076437946 @default.
- W2634233181 cites W2084185458 @default.
- W2634233181 cites W2087071250 @default.
- W2634233181 cites W2090003385 @default.
- W2634233181 cites W2090028111 @default.
- W2634233181 cites W2093502941 @default.
- W2634233181 cites W2094038688 @default.
- W2634233181 cites W2097280364 @default.
- W2634233181 cites W2097499663 @default.
- W2634233181 cites W2098644469 @default.
- W2634233181 cites W2098810077 @default.
- W2634233181 cites W2111945687 @default.
- W2634233181 cites W2115168887 @default.
- W2634233181 cites W2119936308 @default.
- W2634233181 cites W2129074058 @default.
- W2634233181 cites W2129109791 @default.
- W2634233181 cites W2135549668 @default.
- W2634233181 cites W2136379208 @default.
- W2634233181 cites W2140798601 @default.
- W2634233181 cites W2141260035 @default.
- W2634233181 cites W2146139684 @default.
- W2634233181 cites W2149540177 @default.
- W2634233181 cites W2169000745 @default.
- W2634233181 cites W2203168336 @default.
- W2634233181 cites W2235379851 @default.
- W2634233181 cites W2265937691 @default.
- W2634233181 cites W2290193649 @default.
- W2634233181 cites W2296451673 @default.
- W2634233181 cites W2339802664 @default.
- W2634233181 cites W2342608141 @default.
- W2634233181 cites W2346705519 @default.
- W2634233181 cites W2375190296 @default.
- W2634233181 cites W2404468522 @default.
- W2634233181 cites W2423995858 @default.
- W2634233181 cites W2477053235 @default.
- W2634233181 cites W2613369845 @default.
- W2634233181 cites W4256153703 @default.
- W2634233181 cites W4300885720 @default.
- W2634233181 cites W862801087 @default.
- W2634233181 doi "https://doi.org/10.1177/0142331217708832" @default.
- W2634233181 hasPublicationYear "2017" @default.
- W2634233181 type Work @default.