摘要
提出一种可以用来求解最优安排方案的算法,使Big Long River的大长河段容纳量达到最大的同时尽量减少船只的相遇。建立了多个目标规划模型。在给定Y值(露营点个数)的情况下,根据旅行时间、每天的漂流时间和漂流速度等因素,利用模拟退火算法(SA)、差分进化算法(DEA)的差分模拟退火算法(DSA),分别给出了河流最大容纳量,并对算法进行了比较。再根据容纳量最大的最优方案,通过适当调整同一天船只出发的顺序和船速来减少船只相遇的次数。
The purpose of this paper is to propose an algorithm that may be used to develop a best schedule. We attempt to maximize the carrying capacity and meanwhile minimize contact with other groups of boats. In order to accomplish our objectives, we developed a multiobjective programming model. By applying Simulation Annealing (SA) and Differential-Simulated Annea- ling Algorithm (DSA) which combined the SA with Differential Evolution Algorithm (DEA), we are able to develop a river ship simulator to capture the maximum capacity of the river by taking into account the factors like travel time, drift time every day and drift speed with a given Y . Then we minimized the encounter based on the optimal schedule by adjusting trips' launch sequence in the same day and boat speed.
出处
《衡阳师范学院学报》
2013年第3期14-17,共4页
Journal of Hengyang Normal University
基金
广东省教育厅高校优秀青年创新人才培育项目(2012LYM_0066)
2011年广东省高等学校教学质量与教学改革工程专项项目"数学建模教学团队"
2012年高等教育教学改革项目"大学数学创新教学体系的研究与实践(2012187)"
关键词
目标规划
差分模拟退火
灵敏度分析
objective
differential-simulated
annealing sensitivity