Pages that link to "Item:Q3544621"
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The following pages link to The N-vortex problem on a symmetric ellipsoid: A perturbation approach (Q3544621):
Displaying 12 items.
- Coupled motion of a rigid body and point vortices on a two-dimensional spherical surface (Q618226) (← links)
- \(N\)-vortex equilibria for ideal fluids in bounded planar domains and new nodal solutions of the sinh-Poisson and the Lane-Emden-Fowler equations (Q982470) (← links)
- A Monte Carlo algorithm for free and coaxial ring extremal states of the vortex \(N\)-body problem on a sphere (Q1408984) (← links)
- Vortex pairs on a triaxial ellipsoid and Kimura's conjecture (Q1711943) (← links)
- Three vortices in spaces of constant curvature: reduction, Poisson geometry, and stability (Q1739544) (← links)
- On the linear stability of a vortex pair equilibrium on a Riemann surface of genus zero (Q2093112) (← links)
- Vortices on Closed Surfaces (Q3463518) (← links)
- The<i>N</i>-vortex problem on a rotating sphere. I Multi-frequency configurations (Q3503246) (← links)
- Variational Principles for Hill's Spherical Vortex and Nearly Spherical Vortices (Q3811891) (← links)
- Balanced ellipsoidal vortex equilibria in a background shear flow at finite Rossby number (Q5154782) (← links)
- Evaluation of the Biot–Savart Integral for Deformable Elliptical Gaussian Vortex Elements (Q5296053) (← links)
- The elliptical vortices, integrable Ermakov structure, Schrödinger connection, and Lax pair in the compressible Navier–Stokes equation (Q6089531) (← links)
