LSTM-PINN for Steady-State Electrothermal Transport: Preserving Multi-Field Consis tency in Strongly Coupled Heat and Fluid Flow
Yuqing Zhou, Ze Tao, Hanxuan Wang, Fujun Liu

TL;DR
This paper introduces an LSTM-PINN framework that effectively models strongly coupled electrothermal systems by preserving multi-field consistency and long-range dependencies, outperforming existing methods.
Contribution
The paper presents a novel LSTM-PINN architecture with a depth-recursive memory mechanism tailored for multiphysics electrothermal problems, improving accuracy and stability.
Findings
LSTM-PINN suppresses non-physical artifacts in simulations.
It achieves higher thermodynamic fidelity than baseline models.
The approach accurately captures localized boundary layers.
Abstract
Steady-state electrothermal systems involve strongly coupled heat transfer, fluid flow, and electric-potential transport, creating severe numerical challenges for standard physics-informed neural networks (PINNs) due to stark disparities in gradient scales and residual stiffnesses across the physical fields. To resolve these multiphysics bottlenecks, we introduce a Long Short-Term Memory PINN (LSTM-PINN) framework that utilizes a depth-recursive memory mechanism to preserve long-range spatial feature dependencies and maintain strict cross-field consistency. The proposed architecture is rigorously evaluated against conventional and attention-based networks across a unified five-field formulation encompassing four complex convective and drag regimes: Boussinesq electrothermal flow, drift-potential gauge-constrained transport, strong buoyancy-coupled convection, and Brinkman--Forchheimer…
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