Mures, Omar A.Cid Montoya, Miguel2026-07-152026-07-152026-09O. A. Mures, and M. Cid Montoya, "NeVF: Representing CFD Simulations as Neural Flow Volume Fields for Efficient Compression, Reconstruction, and Analysis", Computer-Aided Civil and Infrastructure Engineering, Vol. 49, Sept. 2026, 100125, https://doi.org/10.1016/j.cacaie.2026.1001251467-8667https://hdl.handle.net/2183/48874The neural compression code is available on GitHub: https://github.com/omaralvarez/NeVF[Abstract]: Computational Fluid Dynamics (CFD) simulations of civil engineering aerodynamics, which are commonly characterized by complex three-dimensional flow fields, generate massive spatiotemporal datasets, creating significant storage and computational bottlenecks that heavily constrain iterative engineering workflows. To overcome these challenges, this paper presents a novel two-stage compression framework that models three-dimensional flow field data using Neural Flow Volume Fields (NeVF). The first stage employs a distance field-biased flow importance sampling (3D BiFIS) strategy to reduce data dimensionality intelligently; this approach selectively extracts key near-wall flow information, guided by surface proximity to construct a “relaxed” image volume. Subsequently, a deep network, leveraging positional encodings and disentangled spatio-temporal attention mechanisms, highly compresses this volumetric representation. The effectiveness of the resulting flow field representation is evaluated using a comprehensive 3D Large-Eddy Simulation (LES) dataset of a bluff single-box bridge deck, characterized by complex, uncorrelated spanwise flow features. Results demonstrate high data compression rates of ∼7000∶1 to ∼30,000∶1 while preserving high-fidelity near-body aerodynamic flow features, enabling accurate estimation of wind-induced forces. Ultimately, our methodology streamlines efficient storage, reconstruction, and rapid analysis of exascale CFD datasets, unlocking potential new applications for deep learning emulation and data-intensive tasks, such as, uncertainty quantification and flow-driven aero-structural optimization. The neural compression code is available on GitHub.engAttribution 4.0 Internationalhttp://creativecommons.org/licenses/by/4.0/CompressionNeural representationsDeep learningTransformersConvolutional networks3D LESBridge aerodynamicsjournal articleopen access10.1016/j.cacaie.2026.100125