Multi-objective Optimization of Planetary Reducer Based on an Improved Genetic Algorithm

J. Zheng, Guang-liang Wang
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Abstract

This paper presents a multi-objective optimization of planetary reducer based on an improved multi-objective genetic algorithm (IMOGA). Minimization of volume, maximization of transmission ratio and efficiency are set as three objectives. However, owing to the difference of difficulty in solving objective functions, the optimization model of planetary reducer has the problem of uneven distribution of competitive pressure, the conventional evolutionary algorithm has poor convergence at the partial Pareto front. Thus, an improved multi-objective genetic algorithm using infeasible solution guidance and hybrid crossover operator of cytoplasm and chromosome is proposed. Experimental results of six test functions verify the effectiveness of the proposed algorithm and show that IMOGA has faster convergence speed and better convergence in comparison with NSGA-II. Ultimately, a planetary reducer optimization problem is solved by IMOGA and NSGA-II. Comparison results illustrate the competitiveness of IMOGA and prove that IMOGA can provide better solutions for designer. The Pareto set of the planetary reducer is distributed in stepped. The solutions on the same step have similar efficiency and different steps have different distribution ranges in transmission ratio and volume.
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基于改进遗传算法的行星减速器多目标优化
提出了一种基于改进多目标遗传算法(IMOGA)的行星减速器多目标优化方法。体积最小化、传动比最大化和效率最大化被设定为三个目标。然而,由于目标函数求解难度的不同,行星减速器优化模型存在竞争压力分布不均匀的问题,传统进化算法在局部Pareto前沿收敛性较差。为此,提出了一种采用不可行解引导和细胞质与染色体杂交算子的改进多目标遗传算法。六个测试函数的实验结果验证了算法的有效性,并表明IMOGA与NSGA-II相比具有更快的收敛速度和更好的收敛性。最后,利用IMOGA和NSGA-II求解行星减速器的优化问题。对比结果说明了IMOGA的竞争力,证明了IMOGA可以为设计人员提供更好的解决方案。行星减速器的帕累托集呈阶梯分布。同一阶上的解效率相似,不同阶上的解在传动比和体积上的分布范围不同。
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