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Leitao Chen

Publications and source records attributed to Leitao Chen.

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A Generative Deep Learning and Explainable Machine Learning Framework for Heat Transfer Prediction and Analysis in Porous Structures with Oscillatory Flows

Predicting and interpreting thermal performance under oscillating flow in porous structures remains a critical challenge due to the complex coupling between fluid dynamics and geometric features. This study introduces a data-driven framework that integrates generative deep learning, numerical simulation based on the lattice Boltzmann method (LBM), and interpretable machine learning to predict and explain the thermal behavior in such systems. A wide range of porous structures with diverse topologies was synthesized using a Wasserstein generative adversarial network with gradient penalty (wGAN-GP), significantly expanding the design space. High-fidelity thermal data were then generated through LBM simulations across various Reynolds (Re) and Strouhal numbers (St). Among ten machine learning models evaluated via nested cross-validation (Nested_CV) and Bayesian optimization, Extreme Gradient Boosting (XGBoost) achieved the best predictive performance for the average Nusselt number (R^2=0.9981). Furthermore, model interpretation using SHapley Additive exPlanations (SHAP) identified the Reynolds number, Strouhal number, porosity, specific surface area, and pore size dispersion as the most influential predictors, while also revealing synergistic interactions among them. For example, SHAP-derived interactive thresholds, including Re > 75 and porosity > 0.6256, provide practical guidance for enhancing convective heat transfer. This data-driven framework novelly integrates a hybrid approach to predict thermal performance in porous media under oscillatory flow, with the implementation of explainable machine learning, delivering both quantitative predictive accuracy and physical interpretability, offering guidelines for identifying and designing favorable oscillatory flow and structural conditions that enhance thermal performance in complex porous media.

physics.flu-dyn

Semi-Lagrangian implicit Bhatnagar-Gross-Krook collision model for the finite-volume discrete Boltzmann method

A new implicit BGK collision model using a semi-Lagrangian approach is proposed in this paper. Unlike existing models, in which the implicit BGK collision is resolved either by a temporal extrapolation or by a variable transformation, the new model removes the implicitness by tracing the particle distribution functions (PDFs) back in time along their characteristic paths during the collision process. An interpolation scheme is needed to evaluate the PDFs at the traced-back locations. By using the first-order interpolation, the resulting model allows for the straightforward replacement of ${f_α}^{eq,n+1}$ by ${f_α}^{eq,n}$ no matter where it appears. After comparing the new model with the existing models under different numerical conditions (e.g. different flux schemes and time marching schemes) and using the new model to successfully modify the variable transformation technique, three conclusions can be drawn. First, the new model can improve the accuracy by almost an order of magnitude. Second, it can slightly reduce the computational cost. Therefore, the new scheme improves accuracy without extra cost. Finally, the new model can significantly improve the $Δt/τ$ limit compared to the temporal interpolation model while having the same $Δt/τ$ limit as the variable transformation approach. The new scheme with a second-order interpolation is also developed and tested; however, that technique displays no advantage over the simple first-order interpolation approach. Both numerical and theoretical analyses are also provided to explain why the new implicit scheme with simple first-order interpolation can outperform the same scheme with second-order interpolation, as well as the existing temporal extrapolation and variable transformation schemes.

physics.comp-ph