Newton-Homotopy Algorithm of Ill-Conditioned Load-Flow

Gen Dai Gu; Yuan Liu

doi:10.4028/www.scientific.net/AMM.313-314.843

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HomeApplied Mechanics and MaterialsApplied Mechanics and Materials Vols. 313-314Newton-Homotopy Algorithm of Ill-Conditioned...

Newton-Homotopy Algorithm of Ill-Conditioned Load-Flow

Abstract:

The ill-condition of the load-flow is caused by a variety of reasons. Among them, heavy load and a long line of radiation type slip(large r/x) are the two important reasons. In connection with the ill-conditon above, Newton-homotopy algorithm is introduced in this paper. The algorithm mixes the locally quadratic convergence of Newton-raphison with wide range convergence of homopoty algorithm, so it improves the ill-condition of Jacobian matrix in the process of load-flow calculating, and speeds the convergence. Finally, several examples show the efficiency of the algorithm.

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Periodical:

Applied Mechanics and Materials (Volumes 313-314)

Pages:

843-846

DOI:

https://doi.org/10.4028/www.scientific.net/AMM.313-314.843

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Online since:

March 2013

Authors:

Gen Dai Gu, Yuan Liu

Keywords:

Homotopy Algorithm, Ill-Condition, Load-Flow, Newton-Homotopy Algorithm, Power System

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References

[1] H. Chen: Static Analysis of Power System (China Electric Power Press, China 2007).

Google Scholar

[2] Z. K. Wang: Homopoty Method Introduction (Chongqing Press, China 1989).

Google Scholar

[3] Y. Zhang, W. N. Song, J. L. He: Load Flow Solution Close to the Voltage Stability Limit and the Detemination of Static Voltage Stability Limit. Procedings of the CSEE Vol. 14 (1994), pp.17-23.

Google Scholar

[4] J.S.He, N.J.L. Suo, H.Q.Li,Y.Z. Shan: The Analysis and Comparison of Distubution Network with PV Bus Invariable Jacobian Matrix. Relay Vol. 32 (2004), pp.26-33.

Google Scholar

[5] H. B. Zhu, Y. W. Liu, et al: A Improved Algorithm Based on Distubution Network of Unbalanced Injection Current for Load Flow. Advanced Technology of Electrical Engineering and Energy Vol. 29 (2010), pp.22-25.

Google Scholar

[6] C. M. Wang, C. W. Jiang, Z. J. Hou: The Ill-conditioned Load Flow Algorithm Based on Node Lopsided Powers. Journal of Shanghai Jiaotong Uniwesity Vol. 38 (2004), pp.1283-1285.

Google Scholar

[7] L.Y. Chen, H. W. Dai, Q. P. Zhang: A Load Flow Algorithm with Global Convergence-homotopy Continuation Method. Vol. 5 (1993), pp.67-73.

Google Scholar

[8] D. M. Zhou, P. J. Liao: Homotopy Method for Ill-conditioned Power System Load Flow Calculation Proceedings of the EPSA Vol. 11 (1999), pp.67-71.

Google Scholar

[9] Information on http://www.pserc.cornell.edu.

Google Scholar