LatentFlow: Cross-Frequency Experimental Flow Reconstruction from Sparse Pressure via Latent Mapping
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Abstract (arXiv)
Acquiring temporally high-frequency and spatially high-resolution turbulent wake flow fields in particle image velocimetry (PIV) experiments remains a significant challenge due to hardware limitations and measurement noise. In contrast, temporal high-frequency measurements of spatially sparse wall pressure are more readily accessible in wind tunnel experiments. In this study, we propose a novel cross-modal temporal upscaling framework, LatentFlow, which reconstructs high-frequency (512 Hz) turbulent wake flow fields by fusing synchronized low-frequency (15 Hz) flow field and pressure data during training, and high-frequency wall pressure signals during inference. The first stage involves training a pressure-conditioned β-variation autoencoder (pC-β-VAE) to learn a compact latent representation that captures the intrinsic dynamics of the wake flow. A secondary network maps synchronized low-frequency wall pressure signals into the latent space, enabling reconstruction of the wake flow field solely from sparse wall pressure. Once trained, the model utilizes high-frequency, spatially sparse wall pressure inputs to generate corresponding high-frequency flow fields via the pC-β-VAE decoder. By decoupling the spatial encoding of flow dynamics from temporal pressure measurements, LatentFlow provides a scalable and robust solution for reconstructing high-frequency turbulent wake flows in data-constrained experimental settings.
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References · 9
- 2019Machine Learning for Fluid Mechanicscited by 385
- 2021Comparing Kullback-Leibler Divergence and Mean Squared Error Loss in Knowledge Distillationcited by 134
- 2018Latent-space Physics: Towards Learning the Temporal Evolution of Fluid Flowcited by 97
- 2021Global field reconstruction from sparse sensors with Voronoi tessellation-assisted deep learningcited by 57
- 2020Balancing reconstruction error and Kullback-Leibler divergence in Variational Autoencoderscited by 30
- 2023The transformative potential of machine learning for experiments in fluid mechanicscited by 27
- 2020Latent Space Subdivision: Stable and Controllable Time Predictions for Fluid Flowcited by 13
- 2020An advanced hybrid deep adversarial autoencoder for parameterized nonlinear fluid flow modellingcited by 10
- 2025Spatiotemporal wall pressure forecast of a rectangular cylinder with physics-aware DeepU-Fourier neural networkcited by 2
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