Dissipative vortex binaries on a torus admit closed-form local solutions, geometry-induced dipole drift, and a finite-time chirp with ω̇ ∝ ω² unlike EM or gravitational inspirals.
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Dissipative Vortex Binaries in Compact Fluid Domains with Geometric Corrections
Dissipative vortex binaries on a torus admit closed-form local solutions, geometry-induced dipole drift, and a finite-time chirp with ω̇ ∝ ω² unlike EM or gravitational inspirals.