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Ant colony algorithm for satellite control resource scheduling problem

机译:卫星控制资源调度问题的蚁群算法

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摘要

With the increasing number of satellite, the satellite control resource scheduling problem (SCRSP) has been main challenge for satellite networks. SCRSP is a constrained and large scale combinatorial problem. More and more researches focus on how to allocate various measurement and control resources effectively to ensure the normal running of the satellites. However, the sparse solution space of SCRSP leads its complexity especially for traditional optimization algorithms. As the validity of ant colony optimization (ACO) has been shown in many combinatorial optimization problems, a simple ant colony optimization algorithm (SACO) to solve SCRSP is presented in this paper. Firstly, we give a general mathematical model of SCRSP. Then, a optimization model, called conflict construction graph, based on visible arc and working period is introduced to reduce workload of dispatchers. To meet the requirements of TT & C network and make the algorithm more practical, we make the parameters of SACO as constant, which include the bounds, update and initialization of pheromone. The effect of parameters on the algorithm performance is studied by experimental method based on SCRSP. Finally, the performance of SACO is compared with other novel ACO algorithms to show the feasibility and effectiveness of improvements.
机译:随着卫星数量越来越多的卫星控制资源调度问题(SCRSP)是卫星网络的主要挑战。 SCRSP是一个受限制和大规模的组合问题。越来越多的研究专注于如何有效地分配各种测量和控制资源,以确保卫星的正常运行。然而,SCRSP的稀疏解决方案空间引发其复杂性,特别是对于传统优化算法。由于在许多组合优化问题中显示了蚁群优化(ACO)的有效性,本文介绍了一种简单的蚁群优化算法(SACO)解决SCRSP。首先,我们给出了screp的一般数学模型。然后,引入了一种基于可见电弧和工作时间的称为冲突结构图的优化模型,以减少调度员的工作量。为了满足TT&C网络的要求,使算法更实用,我们将SACO的参数作为常数,包括信息素的界限,更新和初始化。基于SCRSP的实验方法研究了参数对算法性能的影响。最后,将SACO的性能与其他新型ACO算法进行比较,以显示改进的可行性和有效性。

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