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Variable Fidelity and Surrogate Modelling in Simulation-Based Design

机译:基于仿真设计中的可变保真和代理建模

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With the aim of increasing the confidence of ship designers in the Simulation Based Design, allowing the integrated (and corrected) use of some of the best standard methodology into more complex design optimization processes, this paper analyze the integration of existing, relatively simple but reliable software (e.g. potential flow solvers) with more advanced, but more expensive, high-fidelity software (e.g. RANS solvers) into a non-heuristic procedure. The goal is to demonstrate the possibility of correcting the low-fidelity to a useful approximation of the high-fidelity results. To pursue this aim we explore the Variable Fidelity / Variable Physics approach. The overall speed-up of the optimization procedure is increased by the combined use of surrogate approximations, i.e. algebraic, inexpensive models based on a training subset computed with the high-fidelity solver and able to mimic their response. These approximations are used to reduce the overall optimization time, while their accuracy is improved during the optimization process. Numerical examples of growing complexity are presented, including a sailing yacht design problem.
机译:旨在提高船舶设计师在基于仿真设计中的信心,允许集成(并校正)使用一些最佳标准方法进入更复杂的设计优化过程,分析了现有的融合,相对简单但可靠软件(例如潜在流量求解器)具有更先进,但更昂贵,高保真软件(例如Rans Solvers)中的非启发式程序。目标是展示纠正低保性与高保真效果的有用近似的可能性。为了追求这一目标,我们探索可变保真度/可变物理方法。通过组合使用替代近似的组合使用的整体加速,即基于用高保真求解器计算的训练子集的代理,廉价的模型,能够模拟其响应。这些近似值用于降低整体优化时间,而在优化过程中,它们的准确性得到改善。提出了越来越复杂的数值例子,包括帆船游艇设计问题。

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