LOAD FLOW CALCULATION METHOD FOR Icl-CONDITIONED POWER SYSTEMS.

Shinichi Iwamoto, Yosuke Nakanishi, Yasuo Tamura

研究成果: Article

抄録

A method is proposed which is based on the fact that the Taylor-series for the power equation comprises only three terms, and the third term is of the same form as the first term although the variables involved in them are different. The proposed method which always gives a convergent solution is applied to a nonconvergent 11-node system and a 43-node system which is less likely to converge. It is shown that the solutions started from the flat voltages do not exist and it is clarified why the solution for the 43-node system is less likely to converge.

元の言語English
ページ(範囲)100-108
ページ数9
ジャーナルElectrical Engineering in Japan (English translation of Denki Gakkai Ronbunshi)
100
発行部数1
出版物ステータスPublished - 1980 1

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Taylor series
Electric potential

ASJC Scopus subject areas

  • Electrical and Electronic Engineering

これを引用

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abstract = "A method is proposed which is based on the fact that the Taylor-series for the power equation comprises only three terms, and the third term is of the same form as the first term although the variables involved in them are different. The proposed method which always gives a convergent solution is applied to a nonconvergent 11-node system and a 43-node system which is less likely to converge. It is shown that the solutions started from the flat voltages do not exist and it is clarified why the solution for the 43-node system is less likely to converge.",
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N2 - A method is proposed which is based on the fact that the Taylor-series for the power equation comprises only three terms, and the third term is of the same form as the first term although the variables involved in them are different. The proposed method which always gives a convergent solution is applied to a nonconvergent 11-node system and a 43-node system which is less likely to converge. It is shown that the solutions started from the flat voltages do not exist and it is clarified why the solution for the 43-node system is less likely to converge.

AB - A method is proposed which is based on the fact that the Taylor-series for the power equation comprises only three terms, and the third term is of the same form as the first term although the variables involved in them are different. The proposed method which always gives a convergent solution is applied to a nonconvergent 11-node system and a 43-node system which is less likely to converge. It is shown that the solutions started from the flat voltages do not exist and it is clarified why the solution for the 43-node system is less likely to converge.

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