A hybrid algorithm for the load flow analysis of VSC-HVDC systems based on 1+2 order Newton-Raphson and simplified Newton

•An efficient hybrid method is proposed for the load flow of VSC-HVDC.•The method is based on 1+2 Newton and simplified Newton methods.•A dimension reduction treatment for Jacobian matrix of VSC-HVDC is used.•Rule of thumb to select the iteration number of 1+2 Newton method is given.•Depth tests are...

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Vydané v:International journal of electrical power & energy systems Ročník 118; s. 105828
Hlavní autori: Wei, Yanfang, Li, Qiankun, Liu, Kang-Zhi, Wang, Peng, Zeng, Zhihui, Wang, Xiaowei
Médium: Journal Article
Jazyk:English
Vydavateľské údaje: Elsevier Ltd 01.06.2020
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ISSN:0142-0615
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Abstract •An efficient hybrid method is proposed for the load flow of VSC-HVDC.•The method is based on 1+2 Newton and simplified Newton methods.•A dimension reduction treatment for Jacobian matrix of VSC-HVDC is used.•Rule of thumb to select the iteration number of 1+2 Newton method is given.•Depth tests are carried out and the efficiency of the method is validated. With the rapid increase of multi-terminal and multi-infeed VSC-HVDC lines, the dimension and scale of AC/DC system equation and Jacobian matrix (JM) increase sharply, which makes the load flow (LF) analysis very complicated. In this paper, a new hybrid method is proposed to address this issue. This hybrid algorithm is composed of a 1+2 order Newton-Raphson (NR) method and a simplified Newton (SN) method. Specifically, the 1+2 order NR method is executed up to a preset number of iterations first, then the algorithm is switched to the SN until the system accuracy is met. A good compromise between the solution accuracy and computation burden can be achieved once a suitable iteration number is preset. To this end, a unified iterative form suitable for solving the LF of AC/DC systems with VSC-HVDC is derived in detail: a dimension reduction treatment is proposed to solve the problem of increasing dimension of JM; a rule of thumb is provided for the determination of the iteration number of 1+2 order NR. Then, the proposed hybrid method is validated on the modified IEEE-14, 30, 57 and 118 test systems. Comparisons and analyses are made for numerous scenarios, including the basic test of LF, different control modes and control objectives, influence of active and reactive powers on VSC parameters, algorithm performance under various initial states and heavy loading, etc. Compared with Newton and 1+2 order NR methods, the hybrid method shows a significantly shortened convergence time, 30% of 1+2 order NR and 47% of Newton on average.
AbstractList •An efficient hybrid method is proposed for the load flow of VSC-HVDC.•The method is based on 1+2 Newton and simplified Newton methods.•A dimension reduction treatment for Jacobian matrix of VSC-HVDC is used.•Rule of thumb to select the iteration number of 1+2 Newton method is given.•Depth tests are carried out and the efficiency of the method is validated. With the rapid increase of multi-terminal and multi-infeed VSC-HVDC lines, the dimension and scale of AC/DC system equation and Jacobian matrix (JM) increase sharply, which makes the load flow (LF) analysis very complicated. In this paper, a new hybrid method is proposed to address this issue. This hybrid algorithm is composed of a 1+2 order Newton-Raphson (NR) method and a simplified Newton (SN) method. Specifically, the 1+2 order NR method is executed up to a preset number of iterations first, then the algorithm is switched to the SN until the system accuracy is met. A good compromise between the solution accuracy and computation burden can be achieved once a suitable iteration number is preset. To this end, a unified iterative form suitable for solving the LF of AC/DC systems with VSC-HVDC is derived in detail: a dimension reduction treatment is proposed to solve the problem of increasing dimension of JM; a rule of thumb is provided for the determination of the iteration number of 1+2 order NR. Then, the proposed hybrid method is validated on the modified IEEE-14, 30, 57 and 118 test systems. Comparisons and analyses are made for numerous scenarios, including the basic test of LF, different control modes and control objectives, influence of active and reactive powers on VSC parameters, algorithm performance under various initial states and heavy loading, etc. Compared with Newton and 1+2 order NR methods, the hybrid method shows a significantly shortened convergence time, 30% of 1+2 order NR and 47% of Newton on average.
ArticleNumber 105828
Author Wang, Xiaowei
Wang, Peng
Liu, Kang-Zhi
Zeng, Zhihui
Li, Qiankun
Wei, Yanfang
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  surname: Wang
  fullname: Wang, Xiaowei
  organization: School of Electrical Engineering and Automation, Henan Polytechnic University, Jiaozuo 454000, China
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Keywords Voltage source converter
Hybrid high-order Newton method
AC/DC system
Algorithm efficiency
Load flow
Language English
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Snippet •An efficient hybrid method is proposed for the load flow of VSC-HVDC.•The method is based on 1+2 Newton and simplified Newton methods.•A dimension reduction...
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StartPage 105828
SubjectTerms AC/DC system
Algorithm efficiency
Hybrid high-order Newton method
Load flow
Voltage source converter
Title A hybrid algorithm for the load flow analysis of VSC-HVDC systems based on 1+2 order Newton-Raphson and simplified Newton
URI https://dx.doi.org/10.1016/j.ijepes.2020.105828
Volume 118
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