Critically coupled algorithms for solving the power flow equation

P. E. Crouch; Daniel Tylavsky; H. Chen; L. Jarriel; R. Adapa

Critically coupled algorithms for solving the power flow equation

P. E. Crouch, Daniel Tylavsky, H. Chen, L. Jarriel, R. Adapa

Electrical Engineering

Research output: Chapter in Book/Report/Conference proceeding › Conference contribution

2 Scopus citations

Abstract

Two new algorithms for solving the power flow equation are presented. The algorithms are modifications of the BX and XB algorithms, obtained by explicitly treating lines with high r/x ratios. An analytical justification of the algorithm is given together with test results comparing the performance of the new algorithms with that of the Newton algorithm, the constant Jacobian quasi-Newton algorithm and the BX and XB algorithms. The test results indicate that the new algorithms have greatly increased robustness properties over the BX and XB algorithms.

Original language	English (US)
Title of host publication	91 IEEE Power Ind Comput Appl Conf Presented 17 PICA Conf
Publisher	Publ by IEEE
Pages	142-148
Number of pages	7
ISBN (Print)	0879426209
State	Published - Jan 1 1992
Event	1991 IEEE Power Industry Computer Application Conference presented at the 17th PICA Conference - Baltimore, MD, USA Duration: May 7 1991 → May 10 1991

Publication series

Name	91 IEEE Power Ind Comput Appl Conf Presented 17 PICA Conf

Other

Other	1991 IEEE Power Industry Computer Application Conference presented at the 17th PICA Conference
City	Baltimore, MD, USA
Period	5/7/91 → 5/10/91

ASJC Scopus subject areas

Engineering(all)

Cite this

Crouch, PE, Tylavsky, D, Chen, H, Jarriel, L & Adapa, R 1992, Critically coupled algorithms for solving the power flow equation. in 91 IEEE Power Ind Comput Appl Conf Presented 17 PICA Conf. 91 IEEE Power Ind Comput Appl Conf Presented 17 PICA Conf, Publ by IEEE, pp. 142-148, 1991 IEEE Power Industry Computer Application Conference presented at the 17th PICA Conference, Baltimore, MD, USA, 5/7/91.

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AU - Crouch, P. E.

AU - Tylavsky, Daniel

AU - Chen, H.

AU - Jarriel, L.

AU - Adapa, R.

PY - 1992/1/1

Y1 - 1992/1/1

N2 - Two new algorithms for solving the power flow equation are presented. The algorithms are modifications of the BX and XB algorithms, obtained by explicitly treating lines with high r/x ratios. An analytical justification of the algorithm is given together with test results comparing the performance of the new algorithms with that of the Newton algorithm, the constant Jacobian quasi-Newton algorithm and the BX and XB algorithms. The test results indicate that the new algorithms have greatly increased robustness properties over the BX and XB algorithms.

AB - Two new algorithms for solving the power flow equation are presented. The algorithms are modifications of the BX and XB algorithms, obtained by explicitly treating lines with high r/x ratios. An analytical justification of the algorithm is given together with test results comparing the performance of the new algorithms with that of the Newton algorithm, the constant Jacobian quasi-Newton algorithm and the BX and XB algorithms. The test results indicate that the new algorithms have greatly increased robustness properties over the BX and XB algorithms.

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M3 - Conference contribution

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T3 - 91 IEEE Power Ind Comput Appl Conf Presented 17 PICA Conf

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BT - 91 IEEE Power Ind Comput Appl Conf Presented 17 PICA Conf

PB - Publ by IEEE

T2 - 1991 IEEE Power Industry Computer Application Conference presented at the 17th PICA Conference

Y2 - 7 May 1991 through 10 May 1991

ER -

Critically coupled algorithms for solving the power flow equation

Abstract

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ASJC Scopus subject areas

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