References
[1]. Ahmed, M. F., Ebrahim, M. A., El-Hadidy, M. A., &
Mansour, W. M. (2016). Torsional oscillations mitigation via
novel fuzzy control based braking resistor model.
International Electrical Engineering Journal (IEEJ), 7, 2173-
2181.
[2]. Ahmed, M. F., Ebrahim, M. A., El-Hadidy, M. A., &
Mansour, W. M. (2018). Torsional oscillations mitigation for
interconnected power system via novel fuzzy control based
braking resistor model. Conseil International Des Grands
Réseaux Électriques (CIGRÉ), Paris, France (pp.1-9).
[3]. Ali, M. H., Mikami, T., Murata, T., & Tamura, J. (2004). A
Fuzzy Logic Controlled Braking Resistor Scheme for
Damping Shaft Torsional Oscillations. IEEJ Transactions on
Power and Energy, 124(2), 207-214.
[4]. Ali, M. H., Murata, T., & Tamura, J. (2006). Effect of
coordination of optimal reclosing and fuzzy controlled
braking resistor on transient stability during unsuccessful
reclosing. IEEE Transactions on Power Systems, 21(3), 1321-
1330.
[5]. Ali, M. H., Park, M., & Yu, I. K. (2008). Minimization of
shaft torsional oscillations by fuzzy controlled braking resistor
considering communication delay. WSEAS Transactions on
Power Systems, 3(3), 82-89.
[6]. Ali, M. H., Park, M., Yu, I. K., Murata, T., & Tamura, J.
(2007, October). Coordination of fuzzy controlled braking
resistor and optimal reclosing for damping shaft-torsional
oscillations of synchronous generator. In 2007 International
Conference on Electrical Machines and Systems (ICEMS)
(pp. 1259-1264). IEEE.
[7]. Altaş, I. H. (2017). Fuzzy Logic Control in Energy Systems
with Design Applications in MATLAB®/Simulink®. The
Institutions of Engineering and Technology.
[8]. Anderson, P. M., (1999). Power system protection. New
Jersey: IEEE Press.
[9]. Das, B., & Ghosh, A. (1998). A novel control strategy for
a braking resistor. International Journal of Electrical Power
& Energy Systems, 20(6), 391-403.
[10]. EPRI Technical Report, (2005). Steam turbinegenerator
torsional vibration interaction with the electrical
network. Electric Power Research Institute (EPRI Technical
Report 1011679). Retrieved from https://www.epri.com/#/
pages/product/1011679/?lang=en-US
[11]. Eremia, M., Liu, C. C., & Edris, A. A. (Eds.). (2016).
Advanced solutions in power systems: HVDC, FACTS, and
Artificial Intelligence. John Wiley & Sons.
[12]. IEEE Subsynchronous Resonance Working Group of
the Dynamic System Performance Subcommittee Power
System Engineering Committee. (1985). Second
benchmark model for computer simulation of
subsynchronous resonance. IEEE Transactions on Power
Apparatus and Systems, PAS-104(5), 1057–1066. https://
doi.org/10.1109/TPAS.1985.323456
[13]. Hamouda, R. M., Al-Zaid, Z. R., & Mostafa, M. A.
(2008, December). Damping torsional oscillations in large
turbo-generators using Thyristor Controlled Braking Resistors.
In 2008 Australasian Universities Power Engineering
Conference (pp. 1-6). IEEE.
[14]. Helmy, S., El-Wakeel, A. S., Rahman, M. A., & Badr, M.
A. (2012). Mitigating subsynchronous resonance torques using dynamic braking resistor. Journal of Energy and
Power Engineering, 6(5), 833-839.
[15]. Johnson, R. M. (1994). Dynamic brake control to
reduce turbine shaft transient torque. Final report (No. EPRITR-
103902). Electric Power Research Institute, Palo Alto, CA
(United States); Montana State Univ., Bozeman, MT (United
States). Dept. of Electrical Engineering.
[16]. Klempner, G., & Kerszenbaum, I. (2011). Handbook of
large turbo-generator operation and maintenance (Vol.
38). John Wiley & Sons.
[17]. Kundur, P., Balu, N. J., & Lauby, M. G. (1994). Power
system stability and control (Vol. 7). New York: McGraw-hill.
[18]. Mohagheghi, S., Harley, R. G., & Venayagamoorthy,
G. K. (2004, October). Modified Takagi-Sugeno fuzzy logic
based controllers for a static compensator in a
multimachine power system. In Conference Record of the
th 2004 IEEE Industry Applications Conference, 2004. 39 IAS
Annual Meeting (Vol. 4, pp. 2637-2642). IEEE.
[19]. Nuthalapati, S. (Ed.). (2019). Power system grid
operation using synchrophasor technology. Springer.
[20]. Panda, M. K., Pillai, G. N., & Kumar, V. (2012,
December). Power system stabilizer design: Interval type-2
nd fuzzy logic controller approach. In 2012 2 International
Conference on Power, Control and Embedded Systems
(pp. 1-10). IEEE.
[21]. Rahim, A. H. M. A., & Al-Maghraby, H. M. (2000, July).
Dynamic braking resistor for control of subsynchronous
resonant modes. In 2000 Power Engineering Society
Summer Meeting (Vol. 3, pp. 1930-1935). IEEE.
[22]. Rahim, A. H. M. A., & Al-Maghraby, H. M. (2003).
Control of SSR oscillations through a Quasi-Optimum
Dynamic Braking strategy. International Journal of Power &
Energy Systems, 23(2), 90-95.
[23]. Rahim, A. H. M. A., & Al-Baiyat, S. A. (2000). Dynamic
brake switching strategies for stabilization of power systems
using artificial neural networks. Expert Systems with
Applications, 18(2), 101-109. https://doi.org/10.1016/S0
957-4174(99)00056-1
[24]. Saluja, R., & Ali, M. H. (2013, February). Novel braking
resistor models for transient stability enhancement in power
grid system. In 2013 IEEE PES Innovative Smart Grid
Technologies Conference (ISGT) (pp. 1-6). IEEE.
[25]. Saluja, R., Ghosh, S., & Ali, M. H. (2013, April). Transient
stability enhancement of multi-machine power system by
novel braking resistor models. In 2013 Proceedings of IEEE
SoutheastCon (pp. 1-6). IEEE.
[26]. Walker, D. N., (2003). Torsional vibration of
turbomachinery. New York:Tata McGraw-Hill, Inc.
[27]. Wang, L., & Lee, C. H. (1993, October). Application of
dynamic resistance braking on stabilizing torsional
oscillations. In Proceedings of TENCON'93: IEEE Region 10
International Conference on Computers, Communications
and Automation (Vol. 5, pp. 145-148). IEEE.
[28]. Wasynczuk, O. (1981). Damping shaft torsional
oscillations using a dynamically controlled resistor bank.
IEEE Transactions on Power Apparatus and Systems, (7),
3340-3349.