1. [1] P. Kundur," Power system stability and control", New York, McGraw-Hill companies, 1994. 2. [2] H. Saadat, "Power system analysis", United States, PSA Pub., 2010. 3. [3] A. Pizano-Martínez, C.R. Fuerte-Esquivel, D. Ruiz-Vega, "Global transient stability constrained optimal power flow using an OMIB reference trajectory", IEEE Trans. On Power Systems, Vol. 25, No. 1, pp. 392-403, Feb. 2010. 4. [4] S.W. Xia, B. Zhou., K.W. Chan, Z.Z. Guo, "An improved GSO method for discontinuous non-convex transient stability constrained optimal power flow with complex system model", International Journal of Electrical Power & Energy Systems, Vol. 64, pp. 483-492, Jan. 2015. 5. [5] S. Xia, K.W. Chan, Z. Guo, "A novel margin sensitivity based method for transient stability constrained optimal power flow", Electric Power Systems Research, Vol. 108, pp. 93-102, March 2014. 6. [6] H. Ahmadi, H. Ghasemi, A. M. Haddadi, H. Lesani, " Two approaches to transient stability constrained optimal power flow" International Journal of Electrical Power & Energy Systems, Vol. 47, pp. 181-192, May 2013. 7. [7] S. Xia, K.W. Chan, Z. Guo, "A novel margin sensitivity based method for transient stability constrained optimal power flow", Electric Power Systems Research, Vol. 108, pp. 93-102, March 2014. 8. [8] A. Pizano-Martínez, C. R. Fuerte-Esquivel, E. Zamora-Cárdenas, D. Ruiz-Vega, "Selective transient stability- constrained optimal power flow using a SIME and trajectory sensitivity unified analysis", Electric Power Systems Research, Vol. 109, pp. 32-44, April 2014. 9. [9] H. D. Chiang, F. F. Wu, P. P. Varaiya , "A BCU method for direct analysis of power system transient stability", IEEE Transactions on power systems, Vol. 9, No. 3, pp. 1194-1208, August 1994 . 10. [10] M. Oluic, M. Ghandhari, B. Berggren, "Methodology for rotor angle transient stability assessment in parameter space", IEEE Tran. on Power Systems, Vol. 32, No. 2, pp. 1202-1211, March 2017. 11. [11] M. Oluić, M. Ghandhari, "On the parametrization of rotor angle transient stability region", North American Power Symposium (NAPS), 4-6 Oct. 2015. 12. [12] Y. Xu, Z. Y. Dong, Z. Xu ,K. P. Wong, " Power system transient stability constrained optimal power flow: A comprehensive review, Proceeding of the IEEE, Published in power and energy society general meeting, San Diego, CA, USA, July 2012. 13. [13] R.A. Lajimi, T. Amraee, "A two stage model for rotor angle transient stability constrained optimal power flow", International Journal of Electrical Power and Energy Systems, Vol. 76, pp. 82–89, March 2016. 14. [14] E. Atashpaz gargary,C. Lucas,"Imperialist competitive algorithm:an algorithm for optimization inspired by imperialistic competition",Proceeding of the IEEE/CEC, pp.4661-4667, Singapore, Sep. 2007. 15. [15] P. M. Anderson and A. A. Fouad," Power system control and stability", The Iowa State University Press, 1977. 16. [16] R. D. Zimmerman" MATPower 4.02b2" Power systems engineering research center, March 2010. 17. [17] R. Patel, T. S. Bhatti, D. P. Kothari, "MATLAB/simulink-based transient stability analysis of a multimachine power system", International Journal of Electrical Engineering Education, pp. 320-336, Oct. 2002. 18. [18] H. R. Cai, C. Y. Chung, K. P. Wong, "Application of differential evolution algorithm for transient stability constrained optimal power flow", IEEE Tran. on Power Systems, Vol. 23, No. 2, pp. 719-728, May 2008. 19. [19] "WSCC 9-Bus System," University of Illinois vol. Coordinated Science Laboratory, 2013. 20. [20] X. Yan, D. Zhao Yang, M. Ke, Z. Jun Hua, and W. Kit Po, "A hybrid method for transient stability-constrained optimal power flow computation", IEEE Trans. on Power Systems, Vol. 27, pp. 1769-1777, Nov. 2012. 21. [21] A. Zerigui, L. A. Dessaint, R. Hannat, R. T. F. Ah King, I. Kamwa," Statistical approach for transient stability constrained optimal power flow", IET Generation, Transmission and Distribution, Vol. 9, Issue 14, pp. 1856 – 1864, Nov. 2015. 22. [22] K. Ayan, U. Kilic, B. Barakli, "Chaotic artificial bee colony algorithm based solution of security and transient stability constrained optimal power flow" , International Journal of Electrical Power & Energy Systems, Vol. 64, pp. 136-147, Jan. 2015. 23. [23] H. Nguyen. Duc, L. Tran Hoai, D. Vo Ngoc, "A novel approach to solve transient stability constrained optimal power flow problems",Turkish Journal of Electrical Engineering& Computer Science, Vol 25, pp. 4696-4705, March 2017.
|