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Published on: December 9, 2012
A novel metaheuristic optimizer GPSed via artificial intelligence for reliable economic dispatch
Mahmoud Ibrahim Mohamed1, Ali M Yousef2, Ahmed A Hafez2
1Electrical Engineering Department, Assiut University, Assiut, Egypt. mahmoudmosaad@eng.aun.edu.eg.
A novel hybrid optimizer combining an ambiguous optimizer with Artificial Intelligence (AI) overcomes limitations of meta-heuristic algorithms. This approach enhances efficiency and ensures convergence to global optimum solutions for complex problems like Economic Dispatch.
Area of Science:
- Engineering and Applied Sciences
- Computational Intelligence
- Optimization Techniques
Background:
- Meta-heuristic optimization algorithms are widely used but suffer from local optima, slow convergence, and high computational demands.
- Existing optimizers often struggle with complex, multi-variable problems common in engineering and scientific research.
Purpose of the Study:
- To introduce a novel, simple, and effective hybrid optimizer to address the deficiencies of current meta-heuristic algorithms.
- To validate the proposed hybrid approach across a range of meta-heuristic optimizers, from established to recent.
- To demonstrate the solver's applicability to real-world optimization challenges, specifically Economic Dispatch.
Main Methods:
- Developed a hybrid optimizer integrating an ambiguous optimizer with Artificial Intelligence (AI).
- Evaluated the hybrid optimizer's performance using Genetic Algorithm (GA), Particle Swarm Optimization (PSO), Teaching-Learning-Based Optimization (TLBO), and Artificial Gorilla Troops Optimization (AGTO).
- Applied the hybrid solver to the Economic Dispatch problem of the IEEE 30-bus system.
Main Results:
- The proposed hybrid optimizer consistently converged to the global optimum solution.
- Achieved the minimum energy cost for the Economic Dispatch problem.
- Demonstrated superior reliability and adequacy with minimal iterations and computational requirements compared to individual optimizers.
Conclusions:
- The novel hybrid optimizer effectively overcomes the limitations of traditional meta-heuristic algorithms.
- The technique proves reliable and efficient, offering a robust solution for complex optimization tasks.
- Validated applicability across diverse meta-heuristic algorithms and practical engineering problems.
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