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The use of decomposition for the large scale synthesis/design optimization of highly coupled, highly dynamic energy systems Part II - Applications

机译:分解在高耦合,高动态能量系统的大规模合成/设计优化中的应用第二部分-应用

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An application of the Iterative Local-Global Optimization (ILGO) decomposition approach developed in an accompanying paper (Munoz and von Spakovsky, 2000b) is presented. The synthesis / design optimization of a turbofan engine coupled to an environmental control system for a military aircraft was carried out. The problem was solved for a given mission (i.e. the load / environmental profile) composed of fifteen segments. The number of decision (independent) variables used for this highly non-linear optimization problem is one hundred fifty-three, some of which are integer. Both thermodynamic and physical (weight and volume) simulations use state-of-the art tools. Two objective functions were investigated: take-off gross weight and mission fuel consumption, and no observable differences were found in the final results. In addition to the mathematical foundations for global convergence of the proposed decomposition approach presented in Munoz and von Spakovsky (2000b), numerical support for this convergence was found by solving the entire mixed-integer non-linear programming (MINLP) problem without decomposition using a subset of the independent variables. The constant value of the marginal costs (or linear behavior of the Optimum Response Surface - OSR) played a major role in the global convergence of the ILGO.
机译:提出了在伴随论文(Munoz和von Spakovsky,2000b)中开发的迭代局部全局优化(ILGO)分解方法的应用。进行了与军用飞机环境控制系统耦合的涡扇发动机的综合/设计优化。对于由十五个段组成的给定任务(即负载/环境曲线),该问题已解决。用于此高度非线性优化问题的决策(独立)变量的数量为153,其中一些是整数。热力学和物理(重量和体积)模拟都使用最新工具。调查了两个目标函数:起飞毛重和任务燃油消耗,最终结果中没有发现可观察到的差异。除了Munoz和von Spakovsky(2000b)中提出的拟议分解方法的全局收敛性的数学基础外,还可以通过求解整个混合整数非线性规划(MINLP)问题而无需使用A分解来找到对此收敛性的数值支持。自变量的子集。边际成本的恒定值(或最佳响应面的线性行为-OSR)在ILGO的全球趋同中发挥了重要作用。

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