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Optimized Military Transport Aircraft Design Through Multi-Objective Analysis of Fleet-Level Metrics Under Demand Uncertainty

机译:需求不确定条件下舰队等级指标多目标分析优化军用运输机设计

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Identifying optimal design requirements of new systems that operate along with existing systems to provide a set of overarching capabilities is challenging due to the tightly coupled effects that setting requirements on a system's design (here, military transportation aircraft) can have on how the system is being used (here, how the aircraft is allocated to carry cargo on specified routes). This research builds on prior work to further develop a quantitative approach that generates optimum design requirements of new, yet-to-be-designed systems that, when serving alongside other systems, will optimize fleet-level objectives while considering the effect of demand uncertainties in the service network and specific payload capacity requirements for the new system. The approach is demonstrated for two example problems resembling missions of the USAF Air Mobility Command cargo-carrying fleet. Solving the multi-objective formulation using the subspace decomposition framework provides a set of Pareto optimal solutions for different tradeoff opportunities between fleet-level cost and fleet-level productivity. The Pareto front enables the decision-maker to select a desired balance of fleet-level cost and fleet-level productivity, and identify the corresponding optimized design of the new system.
机译:由于对系统设计(这里是军用运输机)的设定要求可能会产生紧密耦合的影响,因此要确定与现有系统一起运行以提供一组总体功能的新系统的最佳设计要求,就具有挑战性。使用(此处是指如何分配飞机以在指定航线上载运货物)。这项研究以先前的工作为基础,进一步开发了一种定量方法,该方法可生成尚未设计的新系统的最佳设计要求,当与其他系统一起使用时,该系统将优化机队级目标,同时考虑需求不确定性的影响。新系统的服务网络和特定有效负载容量要求。该方法针对两个与美国空军空中机动司令部货运机队相似的示例问题进行了论证。使用子空间分解框架解决多目标公式化提供了一组帕累托最优解决方案,以解决车队级成本与车队级生产率之间的不同权衡机会。帕累托阵线使决策者能够选择车队水平成本和车队水平生产率之间的理想平衡,并确定新系统的相应优化设计。

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