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Factual Power Loss Lessening by Enhanced Synthetic Biome Optimization and Green Algae Algorithms

Authors: Kanagasabai L. Published: 23.06.2022
Published in issue: #3(102)/2022  
DOI: 10.18698/1812-3368-2022-3-28-42

 
Category: Mathematics and Mechanics | Chapter: Computational Mathematics  
Keywords: оptimization, Transmission loss, Green Algae, Synthetic Biome, algorithm

Abstract

In this paper Enhanced Synthetic Biome Optimization (ESBO) and Green Algae algorithm (GAA) is designed to abridge the power loss. Synthetic Biome Optimization (SBO) algorithm is a nature-inspired optimization algorithm, stimulated by the stream of energy in a biome on the world. The biome can be enunciated as a cluster of existing entities living in a certain province and the biome outlines the associations among them. The deprived entity (creator) is rationalized by the upper and low borders of exploration space and the pre-eminent entity (putrefaction). Levy flight applied to augment the exploration and imitate the food probing process of many faunae. In order to augment the convergence characteristics of the SBO algorithm, sine-cosine functions has been incorporated in the technique. This augmentation will stimulate divergent solutions and modifies in the direction of the distinguished prospective solution in ESBO. Proposed GAA approach imitates growing, reproduction deeds of green algae in sunlight. Green algae live in the shape of algal colonies which consist of algal cells. When green algae in least amount of sunlight it will be small size, energy and particularly starvation level will be high, but it will attempt to acclimatize by using adaptation probability in the ambiance where it positioned. Enhanced Synthetic Biome Optimization and GAA appraised in IEEE 57 and 300 bus systems. Assessment with other techniques has been done. Projected ESBO and GAA approaches abridged the power loss meritoriously

Please cite this article as:
Kanagasabai L. Factual power loss lessening by Enhanced Synthetic Biome Optimization and Green Algae algorithms. Herald of the Bauman Moscow State Technical University, Series Natural Sciences, 2022, no. 3 (102), pp. 28--42. DOI: https://doi.org/10.18698/1812-3368-2022-3-28-42

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