AeTHERON: Autoregressive Topology-aware Heterogeneous Graph Operator Network for Fluid-Structure Interaction
Sushrut Kumar

TL;DR
AeTHERON is a physics-informed graph neural operator that models complex fluid-structure interactions efficiently, capturing vortex dynamics and wake structures with high accuracy and significant computational speedup.
Contribution
It introduces a dual-graph neural operator architecture that mirrors the immersed boundary method, enabling accurate and fast surrogate modeling of fluid-structure interactions.
Findings
AeTHERON achieves a mean extrapolation MAE of 0.168 on unseen data.
It captures vortex topology and wake structures with qualitative fidelity.
Inference is milliseconds per timestep, much faster than DNS.
Abstract
Surrogate modeling of body-driven fluid flows where immersed moving boundaries couple structural dynamics to chaotic, unsteady fluid phenomena remains a fundamental challenge for both computational physics and machine learning. We present AeTHERON, a heterogeneous graph neural operator whose architecture directly mirrors the structure of the sharp-interface immersed boundary method (IBM): a dual-graph representation separating fluid and structural domains, coupled through sparse cross-attention that reflects the compact support of IBM interpolation stencils. This physics-informed inductive bias enables AeTHERON to learn nonlinear fluid-structure coupling in a shared high-dimensional latent space, with continuous sinusoidal time embeddings providing temporal generalization across lead times. We evaluate AeTHERON on direct numerical simulations of a flapping flexible caudal fin, a…
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