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arXiv 提交日期: 2025-12-04
📄 Abstract - Predicting Time-Dependent Flow Over Complex Geometries Using Operator Networks

Fast, geometry-generalizing surrogates for unsteady flow remain challenging. We present a time-dependent, geometry-aware Deep Operator Network that predicts velocity fields for moderate-Re flows around parametric and non-parametric shapes. The model encodes geometry via a signed distance field (SDF) trunk and flow history via a CNN branch, trained on 841 high-fidelity simulations. On held-out shapes, it attains $\sim 5\%$ relative L2 single-step error and up to 1000X speedups over CFD. We provide physics-centric rollout diagnostics, including phase error at probes and divergence norms, to quantify long-horizon fidelity. These reveal accurate near-term transients but error accumulation in fine-scale wakes, most pronounced for sharp-cornered geometries. We analyze failure modes and outline practical mitigations. Code, splits, and scripts are openly released at: this https URL to support reproducibility and benchmarking.

顶级标签: machine learning model training systems
详细标签: operator networks fluid dynamics signed distance field surrogate modeling cfd acceleration 或 搜索:

使用算子网络预测复杂几何结构上的时变流动 / Predicting Time-Dependent Flow Over Complex Geometries Using Operator Networks


1️⃣ 一句话总结

这篇论文提出了一种能快速预测流体如何随时间绕过各种复杂形状的深度学习模型,它比传统模拟方法快上千倍,并能准确捕捉短期流动变化,但在处理尖锐拐角等复杂情况时长期预测精度会下降。


源自 arXiv: 2512.04434