摘要: 提出了半边自组图理论,半边附属于顶点,一对半边可结合为边。用半边图来描述复杂组合优化问题的可能解,在此基础上设计了针对图的拆分重组算法,用此算法求解了一个典型的复杂组合优化问题,制造单元设计问题。示例表明,半边图语言能够准确地表达可能解中的复杂结构和各种约束,20台机器50种零件分组实验证明,7次迭代计算即可达到优化目标。
关键词:
半边,
半边图,
拆分重组算法,
制造单元设计
Abstract: This paper proposes half edge self assemble graph theory,half edge belongs to vertex,a couple of half edges could assemble one edge.The probably solution of complex combination optimizm problem can be described by half edge graphs,the paper designes a disassemble assemble algorithm for graph,this algorithm can solve manufacturing cell design problem.Half edge graph theory can represent complex structure and various constraint accurately.For a 20×50 example,only 7 times disassemble and assemble can get the optimizm solution.
中图分类号:
孟朝晖;. 制造单元设计中心半边图与拆分重组算法[J]. , 2005, 31(23): 161-163.
MENG Zhaohui. Half Edge Graph and Disassemble Assemble Algorithm for Manufacturing Cell Design[J]. , 2005, 31(23): 161-163.