| References: [1] Stoji, M. R. (2004). Sistemi automatskog upravljanja, Niš, Srbija, Elektronski fakultet u Nišu.
[2] Kharitonov, V. (2013). Time-delay systems - Lyapunov functionals and matrices, Control Engineering, Birkhaeuser, Boston, MA.
[3] Dorf, R. C., Bishop, R. H. (2011). Modern Control System, 12th ed, Prentice Hall.
[4] Silva, G. J., Datta, A., Bhattacharyya, S. P. (2005). PID Controllers for Time-Delay Systems, Control Engineering, Birkhaüser, Boston.
[5] Silva, G. J., Datta, A., Bhattacharyya, S. P. (2001). PI Stabilization on First-Order System with Time Delay, Automatica, vol. 37, p. 2025-2031.
[6] Smith, O. J. (1959). A Controller to Overcome Dead Time, ISA Journal, 6 (2) 28-33.
[7] Åström, K. J., Hägglund, T. (1995). PID Controllers: Theory, Design, and Tuning, Research Triangle Park, North Carolina, Instrument Society of America.
[8] Yi, S., Nelson, P. W., Ulsoy, A. G. (2010). Timedelay Systems: Analysis and Control Using the Lambert W Function, World Scientific.
[9] Corless, R. M., Gonnet, G. H., Hare, D. E. G., Jeffrey, D. J., Knuth, D. E. (1996). On the Lambert W Function, Advances in Computational Mathematics, vol. 5, p. 329-359.
[10] Yi, S., Nelson, P. W., Ulsoy, A. G. (2012). The Lambert W Function Approach to Time Delay Systems and the LambertW_DDE Toolbox, 10th IFAC Workshop on Time Delay Systems, the International Federation of Automatic Control, North Eastern University, Boston, USA.
[11] Visioli, A., Zhong, Q. C. (2011). Control of Integral Processes with Dead Time, Springer/Verlag, London.
[12] Skogestad, S. (2003). Simple Analytic Rules for Model Reduction and PID Controller Tuning, Journal of Process Control, vol. 13. |
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