A new local elliptic formulation for two-layer constant-vorticity Euler flows yields global bifurcation curves that terminate exactly when conformal equivalence or non-stagnation on the interface breaks down.
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Large-amplitude periodic solutions to the steady Euler equations with piecewise constant vorticity
A new local elliptic formulation for two-layer constant-vorticity Euler flows yields global bifurcation curves that terminate exactly when conformal equivalence or non-stagnation on the interface breaks down.