References
[1]. Chang, F. J., Twu, S. H., & Chang, S. (1990). Adaptive chattering alleviation of variable structure systems control. In IEE Proceedings D (Control Theory and Applications) (Vol. 137, No. 1, pp. 31-40). IET Digital Library.
[2]. Benayache, R., Mahmoud, S. M., Chrifi-Alaoui, L., & Bussy, P. (2009, June). Sliding mode control with integral corrector: Design and experimental application to an interconnected system. In Control and Automation, 2009. th MED'09. 17 Mediterranean Conference on (pp. 831-836). IEEE.
[3]. DWYER III, T. A., & Sira-Ramirez, H. (1988). Variablestructure control of spacecraft attitude maneuvers. Journal of Guidance, Control, and Dynamics, 11(3), 262-270.
[4]. Efe, M. Ö., Ünsal, C., Kaynak, O., & Yu, X. (2004). Variable structure control of a class of uncertain systems. Automatica, 40(1), 59-64.
[5]. Fridman, L. M. (2001). Chattering in Systems with Inertial Sensors: The Singularly Perturbed Approach. IFAC Proceedings Volumes, 34(6), 599-604.
[6]. Gao, W. B. (1996). Theory and Design Method for Variable Sliding Mode Control. Beijing Science.
[7]. Hung, J. Y., Gao, W., & Hung, J. C. (1993). Variable structure control: A survey. IEEE Transactions on Industrial Electronics, 40(1), 2-22.
[8]. Li, P., Ma, J. J., & Zheng, Z. Q. (2011). Sliding mode control approach based on nonlinear integrator. Control Theory and Applications, 28(5), 619-624.
[9]. Li, W. J., Mei, H., & Li, Q. J. (2009). A novel sliding mode variable structure control for robot. Machine Tool and Hydraulics, 37(6), 161-163.
[10]. Luo, N. S., & Feng, C. B. (1989). A new method for suppressing high-frequency chattering in variable structure control systems. In Proc. of IFAC Symp. on Nonlinear Control Systems Design (Vol. 1, pp. 117-122).
[11]. Ma, S., & Boukas, E. K. (2009). A singular system approach to robust sliding mode control for uncertain Markov jump systems. Automatica, 45(11), 2707-2713.
[12]. Mei, H., & Wang, Y. (2009). Fast convergent sliding mode variable structure control of robot. Information and Control, 38(5), 552-557.
[13]. Mi, Y., Li, W. L., & Jing, Y. W. (2008). Variable structure control for a class of discrete-time system based on power reaching law. Control and Decision, 23(6), 643-646.
[14]. Ren, Q. F., Gao, C. C., & Wang, P. (2008). Variable structure control for discrete time systems based on attenuating control. Journal of System Simulation, 20(4), 1056-1059.
[15]. Sun, B., Sun, X. X., Chen, L., & Xue, J. P. (2011). Algorithm of discrete-time sliding mode control based on power-function. Control and Decision, 26(2), 285-288.
[16]. Tan, S. C., Lai, Y. M., & Chi, K. T. (2008). General design issues of sliding-mode controllers in DC–DC converters. IEEE Transactions on Industrial Electronics, 55(3), 1160-1174.
[17]. Wen-Lin, L. (2004). Reaching law of discrete-time variable structure control systems. Control and Decision, 11, 015.
[18]. Wu, T. Z., & Juang, Y. T. (2008). Design of variable structure control for fuzzy nonlinear systems. Expert Systems with Applications, 35(3), 1496-1503.
[19]. Xiao, L., Su, H., Zhang, X., & Chu, J. (2005). A new discrete variable structure control algorithm based on sliding mode prediction. In American Control Conference, 2005. Proceedings of the 2005 (pp. 4643-4648). IEEE.
[20]. Zhao, Y. X., Wu, T., & Ma, Y. (2013). A double power reaching law of sliding mode control based on neural network. Mathematical Problems in Engineering, 2013, Article ID 408272.
