A new geometric Lagrangian framework plus hybrid Bayesian-adjoint optimization reveals intrinsic nonlinear mechanisms driving scale-local deformations of vortex rings in smooth Euler flows.
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Nonlinear Scale-Local Geometric Deformations of Vortex Rings in Smooth Euler Flows via Bayesian Optimization and Adjoint Methods
A new geometric Lagrangian framework plus hybrid Bayesian-adjoint optimization reveals intrinsic nonlinear mechanisms driving scale-local deformations of vortex rings in smooth Euler flows.