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1. 上海大学机电工程与自动化学院,上海,200072
2. 上海市智能制造及机器人重点实验室,上海,200072
3. 上海大学机电工程与自动化学院,上海,200072
4. 上海市智能制造及机器人重点实验室,上海,200072
Published Online:25 January 2016,
Published:2016
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XU Shuo, WANG Yang, SUN Cheng-kai. Mission Planning for a Team of Modular and Reconfigurable Service Robots[J]. Acta Electronica Sinica, 2016, 44(1): 101-109.
XU Shuo, WANG Yang, SUN Cheng-kai. Mission Planning for a Team of Modular and Reconfigurable Service Robots[J]. Acta Electronica Sinica, 2016, 44(1): 101-109. DOI: 10.3969/j.issn.0372-2112.2016.01.015.
对模块化可重构服务机器人群在医院中应用所产生的任务规划问题进行了分析和建模
提炼出一个多目标、多约束的多维组合优化问题.设计了改进二进制蜜蜂算法(IBBA)进行组合方案寻优.作为一种启发式群智能优化算法
其特点在于:(1)全局搜索和局部搜索的功能划分明确且并行实施;(2)在基本算法框架中融入了组合方案的表示与进化方法、多目标处理方法、约束处理方法等要素;(3)在算法原型的基础上改进了局部搜索策略.针对一个实际算例进行了优化计算
算法在可行性、稳定性、计算结果质量、计算效率、单目标优化等方面取得了较好表现
并从算法机制中得到了合理解释.扩展了模块化可重构机器人的研究范畴
为多目标、多约束的多维组合优化问题提出了通用的建模方法和优化算法.
The mission planning problem of a team of modular and reconfigurable robots (MRRs) in hospital service is studied.By analyzing and modeling
it is abstracted as a multidimensional combinatorial optimization problem with multiobjectives and multiconstraints.A population-based metaheuristic
the Improved Binary Bees Algorithm (IBBA)
is proposed to optimize this NP-hard problem.The IBBA is featured as
1) Functional partitioning and parallel implementation of global search and local search;2) Integrating the methods of combinatorial schemes' expression and evolution
multiobjectives' handling and constraints' handing into the basic algorithm framework;and 3) Improving local search strategy from the prototype algorithm.Experiments are conducted with respect to a practical example.The IBBA exhibits feasibility
stability and advantages over its prototype algorithm in indices of solution quality
computational efficiency and single-objective optimization.Further
the advantages are interpretable from algorithm mechanisms.This study extends the field of research of MMR
and provides a general modeling method and optimization algorithm to solve general combinatorial optimization problems with multiobjectives and multiconstraints.
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