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Research project

Divergence-consistent closure models

Divergence-consistent closure models

Filtering the discrete equations instead of the continuous ones removes the commutator errors that plague classical LES theory. A face-averaging filter keeps the coarse velocity field exactly divergence-free, avoids pressure-related instabilities, and makes cheap a-priori training sufficient for stable neural LES.

Paper

Discretize First, Filter next: Learning Divergence-Consistent Closure Models for Large-Eddy Simulation
Discretize First, Filter next: Learning Divergence-Consistent Closure Models for Large-Eddy Simulation
Syver Døving Agdestein and Benjamin Sanderse · Journal of Computational Physics 522 · 2025

Talk

Discretize first, filter next: Learning divergence-consistent closure models for large-eddy simulation
Discretize first, filter next: Learning divergence-consistent closure models for large-eddy simulation
ECCOMAS · Lisbon, Portugal · June 2024

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