A Discrete Neural Operator with Adaptive Sampling for Surrogate Modeling of Parametric Transient Darcy Flows in Porous Media
PositiveArtificial Intelligence
- A new discrete neural operator has been proposed for surrogate modeling of transient Darcy flow fields in heterogeneous porous media, utilizing temporal encoding and operator learning to enhance prediction accuracy. This method outperforms existing structures by adopting transmissibility matrices as inputs, thereby improving the modeling of flow fields with random parameters.
- The development of this neural operator is significant as it addresses the challenges of accurately predicting flow dynamics in complex porous media, which is crucial for various applications in environmental and engineering fields, particularly in resource management and subsurface flow analysis.
- This advancement reflects a broader trend in artificial intelligence where innovative modeling techniques are increasingly integrated with traditional methods, such as finite volume approaches, to enhance predictive capabilities. The focus on adaptive sampling and generative models also aligns with ongoing efforts to improve efficiency and accuracy in computational simulations across various domains.
— via World Pulse Now AI Editorial System
