[1] Behnamgol V. Performance Modifying of the Guidance System by Proposing Novel Algorithms in the Sliding Mode Control. Ph.D. Dissertation, Malek-e-Ashtar University of Technology, 2015. (in Persian).##
[2] Behnamgol V, Ghahramani NA. Designing a New Proportional Guidance Algorithm Using Sliding Mode Control. Journal of Aerospace Mechanics. 2014;10(1):77-86 (in Persian).##
[3] Siouris GM. Missile guidance and control systems: Springer Science & Business Media; 2004.##
[4] Tapas AM, Rao VS, Prabhakar N. Adaptive estimation of line-of-sight rate measurement from a radio frequency seeker. Defence Science Journal. 2005;55(3):307.##
[5] Gholimejad A, Momeni H, Joharimajd V. Improving the guidance law of a surface-to-air missile by combining line-of-sight derivatives. Iran Electrical Engineering Conference. 1386;13, (15): 141-145 (in Persian).##
[6] Wei W, Defu L, Ping X. Strap-down seeker LOS angular rate estimation. Infrared and Laser Engineering. 2015;44(10):3066-3069.##
[7] Shkolnikov I, Shtessel Y, Lianos D. Effect of sliding mode observers in the homing guidance loop. Proceedings of the Institution of Mechanical Engineers, Part G: Journal of Aerospace Engineering. 2005;219(2):103-11.##
[8] Shkolnikov I, Shtessel Y, Lianos D, Zarchan P, editors. Simulation study of the homing interceptor guidance loop with sliding mode observers versus kalman filter. AIAA Guidance, Navigation, and Control Conference and Exhibit; 2001.##
[9] Slotine J-J, Hedrick JK, Misawa EA. On sliding observers for nonlinear systems. 1987.##
[10] Marks G, Shtessel Y, Gratt H, Shkolnikov I, editors. Effects of high order sliding mode guidance and observers on hit-to-kill interceptions. AIAA guidance, navigation, and control conference and exhibit; 2005.##
[11] Behnamgol V, Vali A.R. Mohammadi A. Estimation of Target Maneuver Using Extended Sliding Mode Observer for Implementing the Augmented Proportional Navigation. Journal of Aerospace Mechanics. 2014;13(4):1-10 (in Persian).##
[12] Xiao M, Kazantzis N, Kravaris C, Krener AJ. Nonlinear discrete-time observer design with linearizable error dynamics. IEEE Transactions on Automatic Control. 2003;48(4):622-6.#
[13] Arcak M, Nešić D. A framework for nonlinear sampled-data observer design via approximate discrete-time models and emulation. Automatica. 2004;40(11):1931-8.##
[14] Chakraborty R, Samantaray J, Dey A, Chakrabarty S. Capacitor voltage estimation of MMC using a discrete-time sliding mode observer based on discrete model approach. IEEE Transactions on Industry Applications. 2021;58(1):494-504.##
[15] Wetzlinger M, Reichhartinger M, Horn M. Higher order sliding mode inspired nonlinear discrete-time observer. Systems & Control Letters. 2021;155:104992.##
[16] Ekstrand B. Tracking filters and models for seeker applications. IEEE Transactions on aerospace and electronic systems. 2001;37(3):965-77.##
[17] Seddigh AK. linear Control Systems Payam-e-Nour university, 2003 (in Persian).##
[18] Marquez HJ. Nonlinear control systems: analysis and design: John Wiley Hoboken^ eN. JNJ; 2003.##
[19] Harikumar K, Bera T, Bardhan R, Sundaram S. Discrete-time sliding mode observer for the state estimation of a manoeuvring target. Proceedings of the Institution of Mechanical Engineers, Part I: Journal of Systems and Control Engineering. 2019;233(7):847-54.##
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