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A hybrid improved moth-flame optimization with differential evolution with global and local neighborhoods algorithm for pose optimization on a space manipulator

机译:一种杂交改进的煤气 - 火焰优化与全局和地方邻域算法在空间操纵器上的姿势优化算法

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摘要

To improve the location accuracy of the vision system of a space manipulator, a new hybrid improved moth-flame optimization based on a differential evolution with global and local neighborhoods algorithm (HIMD) is proposed to optimize the pose of a target relative to a camera. Firstly, the non-linear optimization model is established according to the imaging rule and space geometry transformation principle of the vision system. Secondly, the initial population of pose parameters is generated by the moth-flame optimization (MFO) algorithm, and the population is updated by the improved MFO (BIM). Finally, the new population is crossed, mutated and selected by the differential evolution with global and local neighborhoods (DEGL) algorithm, the population is iterated and updated continuously and the optimwn pose can be obtained. The proposed algorithm is applied to the precision test in the measurement system of a space manipulator. The experimental results show that the average synthetic errors are 2.67nun for chaotic harmony search algorithm (CHS), 1.80nun for differential evolution with particle swarm optimization (DEPSO), 2.94mm for the particle swarm optimization and gravitational search algorithm (PSOGSA), 2.13 mm for the DELI, algorithm, 2.56mm for the MFO algorithm and 0.53mm for the HIMD algorithm. This means that the accuracy of the HIMD algorithm is about four times higher than that of the MFO, PSOGSA and CHS algorithm and about three times higher than that of the DEGL and DEPSO algorithms. Therefore, the HIMD algorithm is superior to the other five algorithms for the non-linear optimization model of the pose.
机译:为了提高空间操纵器的视觉系统的位置精度,提出了一种基于全局和局部邻域算法(HIMD)的差分演进的新的混合改进的蛾类溶液优化,以优化相对于相机的目标姿势。首先,根据视觉系统的成像规则和空间几何变换原理建立非线性优化模型。其次,通过蛾火焰优化(MFO)算法产生初始姿势参数群体,并且通过改进的MFO(BIM)更新群体。最后,通过全局和本地邻域(DEGL)算法的差分演进来跨越,突变和选择新的人口,群体被连续迭代并更新,并且可以获得最佳姿势。所提出的算法应用于空间操纵器的测量系统中的精度测试。实验结果表明,平均合成误差是混沌和声搜索算法(CHS)的2.67云,1.80NUN用于粒子群优化(DEPSO),2.94mm用于粒子群优化和引力搜索算法(PSOGSA),2.13 MM对于DELI,算法,2.56mm用于MFO算法和0.53mm的HIMD算法。这意味着HIMD算法的准确性大约比MFO,PSOGSA和CHS算法高出四倍,比DEGL和DEACO算法高约三倍。因此,HIMD算法优于姿势的非线性优化模型的其他五种算法。

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