Komputasi Aliran Daya Optimal Sistem Tenaga Skala Besar dengan Metode Primal Dual Interior Point

This paper focuses on the use of Primal Dual Interior Point method in the analysis of optimal power flow. Optimal power flow analysis with Primal Dual Interior Point method then compared with Linear Programming Method using Matpower program. The simulation results show that the computation results o...

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Main Authors: Syafii Syafii, Ikhwannul Kadri Masrul
Format: Article
Language:English
Published: Universitas Syiah Kuala 2016-03-01
Series:Jurnal Rekayasa Elektrika
Subjects:
Online Access:http://jurnal.unsyiah.ac.id/JRE/article/view/2428
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spelling doaj-6070869c44f24b63a9dbd9edd4ace4a62020-11-25T02:19:35ZengUniversitas Syiah KualaJurnal Rekayasa Elektrika1412-47852252-620X2016-03-01121101510.17529/jre.v12i1.24283071Komputasi Aliran Daya Optimal Sistem Tenaga Skala Besar dengan Metode Primal Dual Interior PointSyafii Syafii0Ikhwannul Kadri Masrul1Andalas UniversityAndalas UniversityThis paper focuses on the use of Primal Dual Interior Point method in the analysis of optimal power flow. Optimal power flow analysis with Primal Dual Interior Point method then compared with Linear Programming Method using Matpower program. The simulation results show that the computation results of Primal Dual Interior Point similar with Linear Programming Method for total cost of generation and large power generated by each power plant. But in terms of computation time Primal Dual Interior Point method is faster than the method of Linear Programming, especially for large systems. Primal Dual Interior Point method have solved the problem in 40.59 seconds, while Linear Programming method takes longer 239.72 seconds for large-scale system 9241 bus. This is because the settlement PDIP algorithm starts from the starting point x0, which is located within the area of feasible move towards the optimal point, in contrast to the simplex method that moves along the border of the feasible from one extreme point to the other extreme point. Thus Primal Dual Interior Point method have more efficient in solving optimal power flow problem of large-scale power systems.http://jurnal.unsyiah.ac.id/JRE/article/view/2428primal dual interior point methods, methods of linear programming, computing, optimal power flow
collection DOAJ
language English
format Article
sources DOAJ
author Syafii Syafii
Ikhwannul Kadri Masrul
spellingShingle Syafii Syafii
Ikhwannul Kadri Masrul
Komputasi Aliran Daya Optimal Sistem Tenaga Skala Besar dengan Metode Primal Dual Interior Point
Jurnal Rekayasa Elektrika
primal dual interior point methods, methods of linear programming, computing, optimal power flow
author_facet Syafii Syafii
Ikhwannul Kadri Masrul
author_sort Syafii Syafii
title Komputasi Aliran Daya Optimal Sistem Tenaga Skala Besar dengan Metode Primal Dual Interior Point
title_short Komputasi Aliran Daya Optimal Sistem Tenaga Skala Besar dengan Metode Primal Dual Interior Point
title_full Komputasi Aliran Daya Optimal Sistem Tenaga Skala Besar dengan Metode Primal Dual Interior Point
title_fullStr Komputasi Aliran Daya Optimal Sistem Tenaga Skala Besar dengan Metode Primal Dual Interior Point
title_full_unstemmed Komputasi Aliran Daya Optimal Sistem Tenaga Skala Besar dengan Metode Primal Dual Interior Point
title_sort komputasi aliran daya optimal sistem tenaga skala besar dengan metode primal dual interior point
publisher Universitas Syiah Kuala
series Jurnal Rekayasa Elektrika
issn 1412-4785
2252-620X
publishDate 2016-03-01
description This paper focuses on the use of Primal Dual Interior Point method in the analysis of optimal power flow. Optimal power flow analysis with Primal Dual Interior Point method then compared with Linear Programming Method using Matpower program. The simulation results show that the computation results of Primal Dual Interior Point similar with Linear Programming Method for total cost of generation and large power generated by each power plant. But in terms of computation time Primal Dual Interior Point method is faster than the method of Linear Programming, especially for large systems. Primal Dual Interior Point method have solved the problem in 40.59 seconds, while Linear Programming method takes longer 239.72 seconds for large-scale system 9241 bus. This is because the settlement PDIP algorithm starts from the starting point x0, which is located within the area of feasible move towards the optimal point, in contrast to the simplex method that moves along the border of the feasible from one extreme point to the other extreme point. Thus Primal Dual Interior Point method have more efficient in solving optimal power flow problem of large-scale power systems.
topic primal dual interior point methods, methods of linear programming, computing, optimal power flow
url http://jurnal.unsyiah.ac.id/JRE/article/view/2428
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