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A comparative evaluation of Gravitational Search Algorithm (GSA) against Artificial Bee Colony (ABC) for thermodynamic performance of a geothermal power plant.

Authors :
Özkaraca, Osman
Source :
Energy. Dec2018 Part A, Vol. 165, p1061-1077. 17p.
Publication Year :
2018

Abstract

Abstract Optimizing a complex system/problem under real working conditions with optimization methods means ensuring that they operate more efficiently, economical, and eco-friendly. For this purpose, in order to maximize the exergy efficiency of a thermodynamic model of a real operated geothermal power plant (GPP), two optimization methods, namely Gravitational Search Algorithm (GSA) and Artificial Bee Colony (ABC), have been comparatively evaluated in this study. The selected thermodynamic model is a problem that is highly complex, non-linear and unsolvable through mathematical methods. In order to solve the problem, 17 optimization parameters have been selected on the model. In addition, the selected parameters have been divided into 11 groups according to the system equipment specifications to reduce time loss. The results of the study reported that GSA and ABC maximized the exergy efficiency of the real system from 14.52% to 26.31% and 23.92% respectively. The effects of the optimized parameters on the model are observed, and it has been verified by GPP operators, engineers and researchers that no contrariety to logic and engineering discipline existed. Hence, the results of GSA method for the engineering problem addressed in this study are better than those of ABC method and they responded in a much shorter time. The most effective group in both methods is the G3 group related to the turbines. Besides, the most effective optimization parameters on the system performance are the pressure differences in evaporators and mass flow of the geothermal fluid. Highlights • It is focused on comparative evaluation of two optimization methods, GSA and ABC. • Thermodynamic model of a geothermal power plant (REAL) is chosen as a complex and non-linear engineering problem. • To solve the problem, 17 optimization parameters in 11 groups have been selected on the model. • Maximum exergy efficiency is found as 26.31% and 23.92% for the GSA and ABC, respectively. • Results of GSA are better than those of ABC and most effective group is one related to turbines. [ABSTRACT FROM AUTHOR]

Details

Language :
English
ISSN :
03605442
Volume :
165
Database :
Academic Search Index
Journal :
Energy
Publication Type :
Academic Journal
Accession number :
132720778
Full Text :
https://doi.org/10.1016/j.energy.2018.09.130