Design of chemo-GA for engineering design optimization problem

Rajashree Mishra, K. Das, Kusum Deep
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Abstract

This paper proposes a novel hybridized algorithm to solve Engineering Design optimization problem. The algorithm is named as Chemo-GA for constrained optimization (CGAC) which hybridizes Genetic Algorithm (GA) and Bacterial Foraging Optimization (BFO). The better performance of CGAC is realized over some recent techniques reported in the literature through a test bed of 7 benchmark functions. The algorithm is compared with LXPMC and HLXPMC. In, LXPM Laplace crossover (LX) and power mutation (PM) are used. The hybridization of LXPM with Quadratic Approximation (QA) operator is called HLXPMC. Further, 1 typical engineering problem is solved by CGAC and the numerical result is compared with recent state-of-the art algorithm. The outperformance of CGAC is realized from the computational results.
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工程设计优化问题的化学遗传算法设计
提出了一种求解工程设计优化问题的新型混合算法。该算法将遗传算法(GA)和细菌觅食优化算法(BFO)相结合,称为约束优化的化学遗传算法(Chemo-GA)。通过7个基准函数的测试平台,在文献中报道的一些最新技术上实现了更好的CGAC性能。将该算法与LXPMC和HLXPMC进行了比较。其中,LXPM采用拉普拉斯交叉(LX)和功率突变(PM)。LXPM与二次逼近算子的杂交称为HLXPMC。在此基础上,对1个典型工程问题进行了求解,并将求解结果与现有算法进行了比较。计算结果证明了CGAC的优越性能。
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