有限元法
流固耦合
人工神经网络
光滑有限元法
统计物理学
计算机科学
要素(刑法)
物理
应用数学
数学
人工智能
边界节点法
边界元法
政治学
热力学
法学
作者
Abdusslam Osman Beitalmal
出处
期刊:RA journal of applied research
日期:2025-04-24
卷期号:11 (04)
被引量:2
标识
DOI:10.47191/rajar/v11i4.11
摘要
Fluid-structure interaction (FSI) simulations are critical for advancing applications in aerospace, biomedicine, and renewable energy, yet traditional methods struggle to balance computational efficiency with physical fidelity. This work introduces a hybrid framework that synergizes physics-informed neural networks (PINNs) with finite element methods (FEM). By embedding PINNs at fluid-structure interfaces, the framework dynamically couples FEM-based structural mechanics with data-driven fluid dynamics while employing adaptive weighting to balance physical laws and experimental data. Key innovations include a microscale closure mechanism where PINNs learn subgrid turbulence models and a bidirectional data transfer system that ensures conservation of physical quantities. The framework achieves a 5x speedup over traditional LES-FEM methods while maintaining rigorous physical fidelity. Case studies on vortex-induced vibrations in wind turbine blades and artery stiffness identification demonstrate 20% higher accuracy than pure FEM approaches. This hybrid methodology bridges the gap between theoretical rigor and practical scalability, enabling real-time simulations for clinical and industrial applications.
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