Probabilistic Optimal Active and Reactive Power Dispatch including Load and Wind Uncertainties considering Correlation

The increased integration of renewable energies (REs) raised the uncertainties of power systems and has changed the approach to dealing with power system challenges. Hence, the uncertain nature of all the power system variables needs to be considered while dealing with the optimal planning and opera...

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Main Authors: Mahmmadsufiyan Shaik, Dattatraya N. Gaonkar, Ramakrishna S. S. Nuvvula, Polamarasetty P. Kumar, Baseem Khan
Format: Article
Language:English
Published: Wiley 2023-01-01
Series:International Transactions on Electrical Energy Systems
Online Access:http://dx.doi.org/10.1155/2023/2759073
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author Mahmmadsufiyan Shaik
Dattatraya N. Gaonkar
Ramakrishna S. S. Nuvvula
Polamarasetty P. Kumar
Baseem Khan
author_facet Mahmmadsufiyan Shaik
Dattatraya N. Gaonkar
Ramakrishna S. S. Nuvvula
Polamarasetty P. Kumar
Baseem Khan
author_sort Mahmmadsufiyan Shaik
collection DOAJ
description The increased integration of renewable energies (REs) raised the uncertainties of power systems and has changed the approach to dealing with power system challenges. Hence, the uncertain nature of all the power system variables needs to be considered while dealing with the optimal planning and operation of modern power systems. This paper presents a probabilistic optimal active and reactive power dispatch (POARPD) based on the point estimate method (PEM), considering the uncertainties associated with load variation and wind power generation. In the POARPD, the deterministic optimal active and reactive power dispatch (OARPD) is performed in two stages, which gives a deterministic two-stage OARPD (TSOARPD). The objectives of TSOARPD are the operating cost (OC) minimization in stage 1 and voltage stability (VS) maximization in stage 2, whereas the VS is improved by maximizing the system’s reactive power reserve (RPR). In this paper, instead of using multiobjective optimal power flow, this TSOARPD is used to give more importance to VS when the system is substantially loaded. The POARPD problem is solved using PEM for modified IEEE-9 bus and standard IEEE-30 bus test systems by considering the correlation between the loads. The results are compared with Monte Carlo simulation (MCS). While solving POARPD, the voltage-dependent load model is used to account for the real-time voltage dependency of power system loads. This paper discusses the detailed procedure of solving POARPD by considering correlation and the increased nonlinearities by giving more importance to VS when the system is heavily loaded.
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spelling doaj-art-e8a61321cbab46f68b749e39dd9735072025-02-03T06:45:03ZengWileyInternational Transactions on Electrical Energy Systems2050-70382023-01-01202310.1155/2023/2759073Probabilistic Optimal Active and Reactive Power Dispatch including Load and Wind Uncertainties considering CorrelationMahmmadsufiyan Shaik0Dattatraya N. Gaonkar1Ramakrishna S. S. Nuvvula2Polamarasetty P. Kumar3Baseem Khan4Department of Electrical and Electronics EngineeringDepartment of Electrical and Electronics EngineeringDepartment of Electrical and Electronics EngineeringDepartment of Electrical and Electronics EngineeringDepartment of Electrical and Computer EngineeringThe increased integration of renewable energies (REs) raised the uncertainties of power systems and has changed the approach to dealing with power system challenges. Hence, the uncertain nature of all the power system variables needs to be considered while dealing with the optimal planning and operation of modern power systems. This paper presents a probabilistic optimal active and reactive power dispatch (POARPD) based on the point estimate method (PEM), considering the uncertainties associated with load variation and wind power generation. In the POARPD, the deterministic optimal active and reactive power dispatch (OARPD) is performed in two stages, which gives a deterministic two-stage OARPD (TSOARPD). The objectives of TSOARPD are the operating cost (OC) minimization in stage 1 and voltage stability (VS) maximization in stage 2, whereas the VS is improved by maximizing the system’s reactive power reserve (RPR). In this paper, instead of using multiobjective optimal power flow, this TSOARPD is used to give more importance to VS when the system is substantially loaded. The POARPD problem is solved using PEM for modified IEEE-9 bus and standard IEEE-30 bus test systems by considering the correlation between the loads. The results are compared with Monte Carlo simulation (MCS). While solving POARPD, the voltage-dependent load model is used to account for the real-time voltage dependency of power system loads. This paper discusses the detailed procedure of solving POARPD by considering correlation and the increased nonlinearities by giving more importance to VS when the system is heavily loaded.http://dx.doi.org/10.1155/2023/2759073
spellingShingle Mahmmadsufiyan Shaik
Dattatraya N. Gaonkar
Ramakrishna S. S. Nuvvula
Polamarasetty P. Kumar
Baseem Khan
Probabilistic Optimal Active and Reactive Power Dispatch including Load and Wind Uncertainties considering Correlation
International Transactions on Electrical Energy Systems
title Probabilistic Optimal Active and Reactive Power Dispatch including Load and Wind Uncertainties considering Correlation
title_full Probabilistic Optimal Active and Reactive Power Dispatch including Load and Wind Uncertainties considering Correlation
title_fullStr Probabilistic Optimal Active and Reactive Power Dispatch including Load and Wind Uncertainties considering Correlation
title_full_unstemmed Probabilistic Optimal Active and Reactive Power Dispatch including Load and Wind Uncertainties considering Correlation
title_short Probabilistic Optimal Active and Reactive Power Dispatch including Load and Wind Uncertainties considering Correlation
title_sort probabilistic optimal active and reactive power dispatch including load and wind uncertainties considering correlation
url http://dx.doi.org/10.1155/2023/2759073
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AT dattatrayangaonkar probabilisticoptimalactiveandreactivepowerdispatchincludingloadandwinduncertaintiesconsideringcorrelation
AT ramakrishnassnuvvula probabilisticoptimalactiveandreactivepowerdispatchincludingloadandwinduncertaintiesconsideringcorrelation
AT polamarasettypkumar probabilisticoptimalactiveandreactivepowerdispatchincludingloadandwinduncertaintiesconsideringcorrelation
AT baseemkhan probabilisticoptimalactiveandreactivepowerdispatchincludingloadandwinduncertaintiesconsideringcorrelation