Fast decoupled load flow

IEEE Transactions on Power Apparatus and Systems

Volumn PAS-93, Issue 3, 1974, Pages 859-869

  Stott, B ^a   Alsac, O ^a  

^a UNIVERSITY OF MANCHESTER   (United Kingdom)

Author keywords

[No Author keywords available]

Indexed keywords

ELECTRIC POWER SYSTEMS;

EID: 0016062145     PISSN: 00189510     EISSN: None     Source Type: Journal    
DOI: 10.1109/TPAS.1974.293985     Document Type: Article

References (24)

1. D.A. Conner, “Representative bibliography on load-flow analysis and related topics”, paper C73-104-7 presented at the 1973 IEEE Winter Power Meeting, New York, N.Y., January 28–February 2, 1973.
2. W.F. Tinney and C.E.Hart, “Power flow solution by Newton's method”, IEEE Trans. (Power Apparatus and Systems), Vol. PAS-86, pp. 1449–1460, November 1967.
3. W.F. Tinney and J.W. Walker, “Direct solution of sparse network equations by optimally ordered triangular factorization”, Proc. IEEE, Vol. 55, pp. 1801–1809, November 1967.
4. N.M.Peterson, W.F.Tinney and D.W.Bree, “Iterative linear AC power flow solution for fast approximate outage studies”, IEEE Trans. (Power Apparatus and Systems), Vol. PAS-91, pp. 2048–2053, September/October, 1972.
5. W.F. Tinney, N.M.Petersen, “Steady state security monitoring”, Proc. Symposium on real time control of elec. power systems. Brown, Boveri & Comp. Ltd., Baden, Switzerland, 1971.
6. S.T.Despotovic, B.S.Babic and V.P.Mastilovic, “A rapid and reliable method for solving load flow problems”, IEEE Trans. (Power Apparatus and Systems), Vol. PAS-90, pp. 123–130, January/February 1971.
7. K. Uemura, “Power flow solutions by a Z-matrix type method and its application to contingency evaluation”, PICA Conference Record, p. 386, May 1971.
8. K. Uemura, “Approximated Jacobians in Newton's power flow method”, Proc. Power System Computation Conference, paper 1.3/2, September 1972.
9. C.H. Jolissaint, N.V. Arvanitidis & D.G.Luenberger “Decomposition of real and reactive power flows: A method suited for on-line applications”, IEEE Trans (Power Apparatus and Systems), Vol. PAS-91, pp. 661–670, March/April 1972.
10. B. Stott, “Effective starting process for Newton-Raphson load flows”, Proc. IEE, Vol. 118, pp. 983–987, August 1971.
11. B. Stott, “Decoupled Newton load flows”, IEEE Trans. (Power Apparatus and Systems), Vol. PAS-91, pp. 1955–1957, September/October 1972.
12. G.W. Stagg and A.H. El-Abiad, “Computer methods in power system analysis”, McGraw-Hill, 1968.
13. N.M.Peterson and W.S.Meyer, “Automatic adjustment of transformer and phase shifter taps in the Newton power flow”, IEEE Trans. (Power Apparatus and Systems), Vol. PAS-90, pp. 103–106, January 1971.
14. J.P. Britton, “Improved load flow performance through a more general equation form”, IEEE Trans. (Power Apparatus and Systems), Vol. PAS-90, pp. 109–114, January 1971.
15. H.W. Dommel, W.F.Tinney and W.L. Powell, “Further developments in Newton's method for power system applications”, paper 70CP-161-PWR presented at the 1970 IEEE Winter Power Meeting, New York, N.Y., January 25–30, 1970.
16. B. Stott and E. Hobson, “Solution of large power-system networks by ordered elimination: a comparison of ordering schemes”, Proc. IEE, Vol. 118, pp. 125–135, January 1971.
17. J. Hassall, “Comparison of modern load flow methods” B.Sc. Project Report, UMIST, April 1972.
18. B. Stott, discussion of reference (4).
19. C.-E. Froberg, “Introduction to Numerical Analysis”, Addison-Wesley Publishing Comp., Inc., pp. 19–26 1966.
20. E. Hobson “Using the PDP8/e as a Network Analyser”. Proceedings of the 1972 Decus Australia Symposium
21. R. Billinton, K. E. Bollinger and S. B. Dhar, “A New Modified Newton's Method For Load-Flow Analysis”, presented at the IEEE Winter Power Meeting, 1972.
22. Reference (11) of this paper.
23. O. Alsac and B. Stott, “Optimal load flow with steady-state security”, Paper T 73 484-3, presented at the IEEE PES Summer Meeting, Vancouver, July 1973.
24. O. Alsac, Ph.D. Thesis, UMIST, Manchester, U.K., in preparation.