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Straightness Errors Evaluation Based on A Hybrid Optimization Algorithm

机译:基于混合优化算法的直线误差评估

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In this paper, based on the analysis of existent evaluation methods for Straightness errors, a hybrid evaluation method is provided. The optimum model and the calculation process are introduced in detail. The hybrid global optimization algorithm based on chaos optimization and Powell search. By the use of the properties of ergodicity, stochastic property, and "regularity" of chaos, a chaos optimization algorithm (COA) is proposed. The efficiency of COA is much higher than some stochastic algorithms such as simulated anneal algorithm and genetic algorithm (GA) when COA is used to a kind of continuous problems. The chaos optimization algorithm can improve the efficiency of searching in the whole field by gradually shrinking the area of optimization variable. By integrating Powell search the precision of chaos optimization result is evidently improved. The Straightness errors is discussed as an example. Finally, a control experiment is carried out, and the simulation result shows that the hybrid evaluation method is feasible and satisfactory in the evaluation of Straightness errors.
机译:本文在分析直接误差的存在评价方法的基础上,提供了一种混合评估方法。详细介绍了最佳模型和计算过程。基于混沌优化和Powell搜索的混合全局优化算法。通过使用混沌的ergodicity,随机性能和“规律性”的性质,提出了混沌优化算法(COA)。 CoA的效率远高于一些随机算法,例如模拟退火算法和遗传算法(GA),当COA用于一种持续的问题时。混沌优化算法可以通过逐渐缩小优化变量的区域来提高整个场中搜索效率。通过集成鲍威尔搜索,显然改善了混沌优化结果的精度。作为示例讨论了直线误差。最后,进行了对照实验,并且模拟结果表明,在直接误差的评估中,混合评估方法是可行的和令人满意的。

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