Kunjie Tang, Shufeng Dong, Yonghua Song. A Least-Squares-Based Iterative Method with Better Convergence for PF/OPF in Integrated Transmission and Distribution Networks[J]. CSEE Journal of Power and Energy Systems, 2024, 10(3): 953-962.
DOI:
Kunjie Tang, Shufeng Dong, Yonghua Song. A Least-Squares-Based Iterative Method with Better Convergence for PF/OPF in Integrated Transmission and Distribution Networks[J]. CSEE Journal of Power and Energy Systems, 2024, 10(3): 953-962.DOI: 10.17775/CSEEJPES.2021.03680.
A Least-Squares-Based Iterative Method with Better Convergence for PF/OPF in Integrated Transmission and Distribution Networks
The limitations of the conventional master-slave-splitting (MSS) method
which is commonly applied to power flow and optimal power flow in integrated transmission and distribution (I-T&D) networks
are first analyzed. Considering that the MSS method suffers from a slow convergence rate or even divergence under some circumstances
a least-squares-based iterative (LSI) method is proposed. Compared with the MSS method
the LSI method modifies the iterative variables in each iteration by solving a least-squares problem with the information in previous iterations. A practical implementation and a parameter tuning strategy for the LSI method are discussed. Furthermore
a LSI-PF method is proposed to solve I-T&D power flow and a LSI-heterogeneous decomposition (LSI-HGD) method is proposed to solve optimal power flow. Numerical experiments demonstrate that the proposed LSI-PF and LSI-HGD methods can achieve the same accuracy as the benchmark methods. Meanwhile
these LSI methods
with appropriate settings
significantly enhance the convergence and efficiency of conventional methods. Also
in some cases
where conventional methods diverge
these LSI methods can still converge.
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references
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