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A serialization-based partial decoupling approach for multidisciplinary design optimization of complex systems

机译:基于序列化的部分解耦方法,用于复杂系统的多学科设计优化

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摘要

The optimization for multidisciplinary engineering systems is highly complicated, which involves the decomposing of a system into several individual disciplinary subsystems for obtaining optimal solutions. Managing the coupling between subsystems remains a great challenge for global optimization as the existing methods involve inefficient iterative solving processes and thus have higher time cost. Some strategies such as discipline reorder, coupling suspension and coupling ignoring can to some extent reduce the execution cost. However, there are still some deficiencies for these approaches such as uniform handling of the couplings, complete decoupling and heavy burden of system optimizer. To overcome the above drawbacks, a serialization-based partial decoupling approach is proposed in this study, which consists of three main steps. First, different disciplines are clustered into some subsystems by analyzing the interdisciplinary sensitivities. Then, for each subsystem, a serialization process is proposed to ensure no coupling loops exist and the subsystem can be solved with no iteration, which can reduce the time cost for solving the disciplinary problem to a large degree. Finally, a local optimization model is constructed for each subsystem to maintain the scale of the global optimizer and ensure mutual independence and parallel processing. The proposed three-layer framework ensures the feasibility of solving for each subsystem and improves the efficiency of optimization execution. Several experiments have been conducted to demonstrate the effectiveness and feasibility of the proposed approach.
机译:多学科工程系统的优化非常复杂,这涉及将系统分解为几个单独的学科子系统以获得最佳解决方案。管理子系统之间的耦合对于全局优化仍然是一个巨大的挑战,因为现有方法涉及效率低下的迭代求解过程,因此具有较高的时间成本。诸如学科重新排序,耦合暂停和耦合忽略之类的策略可以在某种程度上降低执行成本。但是,这些方法仍然存在一些不足,例如对联轴器的统一处理,完全脱钩以及系统优化器的繁重负担。为了克服上述缺点,本研究提出了一种基于序列化的部分解耦方法,该方法包括三个主要步骤。首先,通过分析跨学科的敏感性将不同的学科聚集到一些子系统中。然后,针对每个子系统,提出了一个序列化过程,以确保不存在耦合环,并且该子系统可以不进行迭代求解,从而可以在很大程度上减少解决学科问题的时间。最后,为每个子系统构建一个局部优化模型,以维持全局优化器的规模并确保相互独立和并行处理。所提出的三层框架确保了解决每个子系统的可行性,并提高了优化执行的效率。已经进行了一些实验以证明所提出的方法的有效性和可行性。

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