Determination of electricity nodal prices using Lagrange method

With the functioning of the electric powermarket all participants in the market sell and buy electricpower on the united equilibrium price. United equilibriumprice for all participants of market can’t be established tobe upon consideration of system limitations. Theirindividual equilibrium prices, c...

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Main Authors: Anatolijs Mahnitko, Inga Umbrashko
Format: Article
Language:English
Published: Editura Universităţii din Oradea 2009-10-01
Series:Journal of Electrical and Electronics Engineering
Subjects:
Online Access:http://electroinf.uoradea.ro/reviste%20CSCS/documente/JEEE_2009/Articole_pdf_JEEE_EE_nr_2/JEEE_2009_Nr_2_EE_Mahnitko_Determination.pdf
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author Anatolijs Mahnitko
Inga Umbrashko
author_facet Anatolijs Mahnitko
Inga Umbrashko
author_sort Anatolijs Mahnitko
collection DOAJ
description With the functioning of the electric powermarket all participants in the market sell and buy electricpower on the united equilibrium price. United equilibriumprice for all participants of market can’t be established tobe upon consideration of system limitations. Theirindividual equilibrium prices, called nodal price,correspond to different generator and load units.In the work is ilustrated possibility of the nodal pricescalculation for load nods with the aid of the indeterminateLagrange multipliers based on the example of the electricpower system test scheme. The corresponding optimizationproblem of the linear programming preliminarily is solvedfor the revealing of active limitations to the variables.
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spelling doaj.art-fdefd428ca9940b887f3ba7d34b2200b2022-12-22T02:45:40ZengEditura Universităţii din OradeaJournal of Electrical and Electronics Engineering1844-60352009-10-01224347Determination of electricity nodal prices using Lagrange methodAnatolijs MahnitkoInga UmbrashkoWith the functioning of the electric powermarket all participants in the market sell and buy electricpower on the united equilibrium price. United equilibriumprice for all participants of market can’t be established tobe upon consideration of system limitations. Theirindividual equilibrium prices, called nodal price,correspond to different generator and load units.In the work is ilustrated possibility of the nodal pricescalculation for load nods with the aid of the indeterminateLagrange multipliers based on the example of the electricpower system test scheme. The corresponding optimizationproblem of the linear programming preliminarily is solvedfor the revealing of active limitations to the variables.http://electroinf.uoradea.ro/reviste%20CSCS/documente/JEEE_2009/Articole_pdf_JEEE_EE_nr_2/JEEE_2009_Nr_2_EE_Mahnitko_Determination.pdfelectric poweroptimizationnodal priceactive and passive limitationsLagrange multipliers
spellingShingle Anatolijs Mahnitko
Inga Umbrashko
Determination of electricity nodal prices using Lagrange method
Journal of Electrical and Electronics Engineering
electric power
optimization
nodal price
active and passive limitations
Lagrange multipliers
title Determination of electricity nodal prices using Lagrange method
title_full Determination of electricity nodal prices using Lagrange method
title_fullStr Determination of electricity nodal prices using Lagrange method
title_full_unstemmed Determination of electricity nodal prices using Lagrange method
title_short Determination of electricity nodal prices using Lagrange method
title_sort determination of electricity nodal prices using lagrange method
topic electric power
optimization
nodal price
active and passive limitations
Lagrange multipliers
url http://electroinf.uoradea.ro/reviste%20CSCS/documente/JEEE_2009/Articole_pdf_JEEE_EE_nr_2/JEEE_2009_Nr_2_EE_Mahnitko_Determination.pdf
work_keys_str_mv AT anatolijsmahnitko determinationofelectricitynodalpricesusinglagrangemethod
AT ingaumbrashko determinationofelectricitynodalpricesusinglagrangemethod