Building-block-flow computational model for large-eddy simulation of external aerodynamic applications

Gonzalo Arranz, Yuenong Ling, Sam Costa, Konrad Goc, Adrián Lozano-Durán
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Abstract

Computational fluid dynamics is an essential tool for accelerating the discovery and adoption of transformative designs across multiple engineering disciplines. Despite its many successes, no single approach consistently achieves high accuracy for all flow phenomena of interest, primarily due to limitations in the modeling assumptions. Here, we introduce a closure model for wall-modeled large-eddy simulation to address this challenge. The model, referred to as the Building-block Flow Model (BFM), rests on the premise that a finite collection of simple flows encapsulates the essential missing physics necessary to predict more complex scenarios. The BFM is designed to: (1) predict multiple flow regimes, (2) unify the closure model at solid boundaries and the rest of the flow, (3) ensure consistency with numerical schemes and gridding strategies by accounting for numerical errors, (4) be directly applicable to arbitrary complex geometries, and (5) be scalable to model additional flow physics in the future. The BFM is utilized to predict key quantities in five cases, including an aircraft in landing configuration, demonstrating similar or superior capabilities compared to previous state-of-the-art models. The design of BFM opens up new opportunities for developing closure models that can accurately represent various flow physics across different scenarios. Arranz and colleagues introduce a closure model for computational fluid dynamics. Their approach is implemented using artificial neural networks. It predicts multiple flow conditions, is directly applicable to complex geometries, and ensures consistency with numerical schemes.

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用于外部空气动力应用大涡流模拟的积木流计算模型
计算流体动力学是加速发现和采用跨多个工程学科的变革性设计的重要工具。尽管计算流体动力学取得了许多成功,但没有一种方法能始终如一地为所有相关流动现象实现高精度,这主要是由于建模假设的局限性。在此,我们介绍一种用于壁面建模大涡流模拟的闭合模型,以应对这一挑战。该模型被称为 "积木式流动模型"(BFM),其前提是有限的简单流动集合囊括了预测更复杂情况所需的基本缺失物理量。积木式水流模型旨在(1) 预测多种流动状态,(2) 统一固体边界的封闭模型和流动的其他部分,(3) 通过考虑数值误差确保与数值方案和网格策略的一致性,(4) 直接适用于任意复杂几何形状,(5) 具有可扩展性,以便在未来模拟更多的流动物理。BFM 可用于预测五种情况下的关键量,包括飞机着陆构型,与以前的先进模型相比,BFM 具有类似或更优越的能力。BFM 的设计为开发闭合模型提供了新的机遇,这些模型可以准确地表示不同情况下的各种流动物理特性。Arranz 及其同事介绍了计算流体力学的闭合模型。他们的方法是利用人工神经网络实现的。该模型可预测多种流动条件,直接适用于复杂的几何形状,并确保与数值方案的一致性。
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