Predispatch of hydroelectric power systems with modifications in network topologies

Ahuja, R., Magnanti, T., & Orlin, J. B. (1993). Network flows. New Jersey: Prentice Hall.

Carvalho, L. M. R., & Oliveira, A. R. L. (2009). Primal dual interior point method appliede to the short term hydroelectric scheuling including a perturbing parameter. IEEE Latin America Transactions, 7, 533–539.

Carvalho, S. M. S., & Oliveira, A. R. L. (2015). Interior point methods applied to the predispatch hydroelectric system with simulated modification in the network topology. IEEE Latin America Transactions, 13, 143–149.

Carvalho, S. M. S., & Oliveira, A. R. L. (2012). Interior-point methods applied to the predispatch problem of a hydroelectric system with scheduled line manipulations. American Journal of Operations Research, 02, 266–271.

Duff, I. S., Erisman, A. M., & Reid, J. K. (1986). Direct methods for sparse matrices. Oxford: Clarendon Press.

Franco, P., Carvalho, M. F., & Soares, S. (1994). A network flow model for short-term hydro-dominated hydrothermal scheduling problem. IEEE Transactions on Power Systems, 9(2), 1016–1021.

Garzillo, A., Innorta, M., & Ricci, R. (1999). The flexibility of interior point based power flow algorithms facing critical network situations. Electrical Power & Energy Systems, 21, 579–584.

Momoh, J. A., El-Hawary, M. E., & Adapa, R. (1999). A review of selected optimal power flow literature to 1993, part II Newton, linear programming and interior point methods. IEEE Transactions on Power Systems, 14(1), 105–111.

Ohishi, T., Soares, S., & Carvalho, M. F. (1991). Short term hydrothermal scheduling approach for dominantly hydro systems. IEEE Transactions on Power Systems, 6(2), 637–643.

Oliveira, A. R. L., Soares, S., & Nepomuceno, L. (2003). Optimal active power dispatch combining network flow and interior point approaches. IEEE Transactions on Power Systems, 18(4), 1235–1240.

Oliveira, A. R. L., Soares, S., & Nepomuceno, L. (2005). Short term hydroelectric scheduling combining network flow and interior point approaches. Electrical Power & Energy Systems, 27(2), 91–99.

Quintana, V. H., Torres, G. L., & Palomo, J. M. (2000). Interior point methods and their applications to power systems: A classification of publications and software codes. IEEE Transactions on Power Systems, 15(1), 170–176.

Soares, S., & Salmazo, C. T. (1997). Minimum loss predispatch model for hydroelectric systems. IEEE Transactions on Power Systems, 12(3), 1220–1228.

Stott, B., Jardim, J., & Alsaç, O. (2009). DC power flow revisited. IEEE Transactions on Power Systems, 24, 1290–1300.

Terry, L. A., Pereira, M. V. F., Neto, T. A. A., Silva, L. F. C. A., & Sales, P. R. H. (1986). Coordinating the energy generation of the brazilian national hydrothermal electrical generating system. Interfaces, 16(1), 16–38.