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A multiobjective, multidisciplinary design optimization methodology for the conceptual design of distributed satellite systems

机译:用于分布式卫星系统概念设计的多目标,多学科设计优化方法

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摘要

A multiobjective, multidisciplinary design optimization methodology for mathematically modeling the distributed satellite system (DSS) conceptual design problem as an optimization problem has been developed to advance the state-of-the-art in complex distributed satellite network design. An increasing number of space missions are utilizing DSS architectures in which multiple satellites work in a coordinated fashion to improve system performance, cost, and survivability. The trade space for distributed satellite systems can be enormous - too large to enumerate, analyze, and compare all possible architectures. The seven-step methodology enables an efficient search of the trade space for the best families of architectures, and explores architectures that might not otherwise be considered during the conceptual design phase, the phase of a DSS program in which the majority of lifecycle cost gets locked in. Four classes of multidisciplinary design optimization (MDO) techniques are investigated - Taguchi, heuristic, gradient, and univariate methods. The heuristic simulated annealing (SA) algorithm found the best DSS architectures with the greatest consistency due to its ability to escape local optima within a nonconvex trade space. Accordingly, this SA algorithm forms the core single objective MDO algorithm in the methodology. The DSS conceptual design problem scope is then broadened by expanding from single objective to multiobjective optimization problems, and two variant multiobjective SA algorithms are developed.
机译:已经开发了一种多目标,多学科的设计优化方法,以数学方式将分布式卫星系统(DSS)概念设计问题建模为一个优化问题,以推进复杂的分布式卫星网络设计中的最新技术。越来越多的太空任务正在利用DSS体系结构,在这种体系结构中,多颗卫星以协调的方式工作,以提高系统性能,成本和生存能力。分布式卫星系统的交易空间可能很大-太大而无法枚举,分析和比较所有可能的体系结构。七个步骤的方法可以有效地搜索最佳体系结构的交易空间,并探索在概念设计阶段(DSS程序阶段将大部分生命周期成本锁定的阶段)否则不予考虑的体系结构研究了四类多学科设计优化(MDO)技术-田口(Taguchi),启发式,梯度和单变量方法。启发式模拟退火(SA)算法发现了具有最大一致性的最佳DSS架构,这是因为它能够在非凸交易空间内逃脱局部最优。因此,该SA算法构成了该方法中的核心单目标MDO算法。通过从单目标优化问题扩展到多目标优化问题,扩大了DSS概念设计问题的范围,并开发了两种变体的多目标SA算法。

著录项

  • 作者

    Jilla Cyrus D. 1974-;

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  • 年度 2002
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  • 原文格式 PDF
  • 正文语种 eng
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