References
- [1] FU J., WANG L., DU Y., ZHANG J., A robust sliding mode control for nonlinear system with adjustable chattering phenomenon, Variable Structures Systems (VSS), 14th International Workshop, IEEE, 2016, 34-38.
- [2] BARTOSZEWICZ A., Non-switching reaching law for sliding mode control of discrete time systems, System Theory, Control and Computing (ICSTCC), 17th International Conference, IEEE, 2013, 60-65.
- [3] LEI Q., WEIDONG Z., Double-loop chattering-free adaptive integral sliding mode control for underwater vehicles, OCEANS 2016, IEEE, Shanghai 2016, 1-6.
- [4] SHEN C., SHENG Y., ZENG X., LIU X., An improved chattering-free sliding mode control with finite time convergence for reentry vehicle, Guidance, Navigation and Control Conference (CGNCC), IEEE Chinese, 2016, 69-74.
- [5] HAI W., ZHIHONG M., HUIFANG K., YONG Z., MING Y., ZHENWEJ C., JINCHUAN Z., MANH T., Design and implementation of adaptive terminal sliding-mode control on steer-by-wire equipped road vehicle, IEEE Trans. Ind. Electr., 2016, 63 (9), 5774-5785.
- [6] FENGJIAO G., XUEMEI R., Extended state observer based adaptive integral sliding mode control for two inertia system, Intelligent Human-Machine Systems and Cybernetics (IHMSC), 7th International Conference, IEEE, 2015, 483-486.
- [7] TORCHANI B., SELLAMI A., GARCIA G., Saturated sliding mode control for variable speed wind turbine, The 5th International Renewable Energy Congress (IREC), Hammamet, Tunisia, 2014.
- [8] ORŁOWSKA-KOWALSKA T., KAMIŃSKI M., SZABAT K., Implementation of a sliding-mode controller with an integral function and fuzzy gain value for the electrical drive with an elastic joint, IEEE Trans. Ind. Electr., 2010, 57(4), 1309-1317.
- [9] BROCK S., Hybrid P-PI sliding mode position and speed controller for variable inertia drive, Przegl. Elektrotechn., 2014, 90(5), 29-34.
- [10] JINKUN L., XINHUA W., Advanced Sliding Mode Control for Mechanical Systems, Springer, Tsinghua University Press, 2012.
- [11] DRÓŻDŻ K., Adaptive control of the drive system with elastic coupling using fuzzy Kalman filter with dynamic adaptation of selected coefficients, Maint. Rel., 2015, 17(4), 561-568.
- [12] FLUGGE-LOTZ I., Discontinuous Automatic Control, Princeton University Press, Princeton, New Jersey, 1953.
- [13] ITKIS U., Control Systems of Variable Structure, Halsted Press, 1976.
- [14] POORINEZHAD S., RAKHTALA S.M., Chattering analysis of second order sliding mode algorithms for linear plants with disturbance, Knowledge-Based Engineering and Innovation (KBEI), 2nd International Conference, IEEE, 2015, 101-105.
- [15] SERKIES P., Comparison of the control methods of electrical drives with an elastic coupling allowing to limit torsional torque amplitude, Maint. Rel., 2017, 19(2), 203-210.
- [16] SZABAT K., ORLOWSKA-KOWALSKA T., Vibration suppression in a two-mass drive system using PI speed controller and additional feedbacks. Comparative study, IEEE Trans. Ind. Electr., 2007, 54(2), 1193-1206.10.1109/TIE.2007.892608
- [17] HUANG Y.J., WAY H.K., Placing all closed loop poles of missile attitude control systems in the sliding mode via the root locus technique, ISA Trans., 2001, 40(4), 333-340.
- [18] SERKIES P., SZABAT K., Estimation of the state variables of the two-mass system using fuzzy Kalman filter, Ind. Electr. (ISIE), 2013 IEEE International Symposium, 2013, 1-6.