The Hydrothermal Optimal Load Flow, A Practical Formulation and Solution Techniques Using Newton's Approach

This paper is concerned with the problem of optimal power flow in a hydro-thermal electric power system (HTOPF). The formulation and optimality conditions for systems with fixed head hydro-plants subject to an energy limited constraint are presented. The solution to obtain the optimal operational st...

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Published inIEEE transactions on power systems Vol. 1; no. 3; pp. 157 - 166
Main Authors El-Hawary, M. E., Tsang, D. H.
Format Journal Article Conference Proceeding
LanguageEnglish
Published New York, NY IEEE 1986
Institute of Electrical and Electronics Engineers
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Abstract This paper is concerned with the problem of optimal power flow in a hydro-thermal electric power system (HTOPF). The formulation and optimality conditions for systems with fixed head hydro-plants subject to an energy limited constraint are presented. The solution to obtain the optimal operational strategy is implemented using Newton's method. Due to the large scale nature of the problem, special sparsity oriented and structural property enhancements are explored and four versions for algorithmic implementation are detailed in the paper. Special attention is paid to finding realistic initial guess estimates for the algorithms reported. Results of computational experience with six standard test systems are reported in the paper.
AbstractList The paper is concerned with the problem of optimal power flow in a hydro-thermal electric power system (HTOPF). The formulation and optimality conditions for systems with fixed head hydro-plants subject to an energy limited constraint are presented. The solution to obtain the optimal operational strategy is implemented using Newton's method. Due to the large scale nature of the problem, special sparsity oriented and structural property enhancements are explored and four versions for algorithmic implentation are detailed in the paper.
This paper is concerned with the problem of optimal power flow in a hydro-thermal electric power system (HTOPF). The formulation and optimality conditions for systems with fixed head hydro-plants subject to an energy limited constraint are presented. The solution to obtain the optimal operational strategy is implemented using Newton's method. Due to the large scale nature of the problem, special sparsity oriented and structural property enhancements are explored and four versions for algorithmic implementation are detailed in the paper. Special attention is paid to finding realistic initial guess estimates for the algorithms reported. Results of computational experience with six standard test systems are reported in the paper.
Author Tsang, D. H.
El-Hawary, M. E.
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  givenname: D. H.
  surname: Tsang
  fullname: Tsang, D. H.
  organization: Department of Electrical Engineering Technical University of Nova Scotia Halifax, Canada
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Cites_doi 10.1049/piee.1970.0153
10.1007/BF00934780
10.1109/T-PAS.1977.32397
10.1109/TPAS.1984.318284
10.1109/AIEEPAS.1953.4498741
10.1109/AIEEPAS.1960.4500947
10.1109/PROC.1974.9548
10.1109/TPAS.1984.318568
10.1109/AIEEPAS.1958.4500100
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Issue 3
Keywords Operation study
Electrical network
Optimal control
Hydro thermal generation
Power system load
Iterative method
Newton method
Calculating method
Load flow
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Snippet This paper is concerned with the problem of optimal power flow in a hydro-thermal electric power system (HTOPF). The formulation and optimality conditions for...
The paper is concerned with the problem of optimal power flow in a hydro-thermal electric power system (HTOPF). The formulation and optimality conditions for...
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SubjectTerms Applied sciences
Cost function
Electrical engineering. Electrical power engineering
Electrical power engineering
Exact sciences and technology
Large-scale systems
Load flow
Newton method
Operation. Load control. Reliability
Power generation
Power generation economics
Power networks and lines
Power system dynamics
Power system economics
Power system security
System testing
Title The Hydrothermal Optimal Load Flow, A Practical Formulation and Solution Techniques Using Newton's Approach
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