Pages that link to "Item:Q2249698"
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The following pages link to Motion of a vortex filament in the local induction approximation: a perturbative approach (Q2249698):
Displaying 14 items.
- A locally induced homoclinic motion of a vortex filament (Q983608) (← links)
- Self-stretching of a perturbed vortex filament. I: The asymptotic equation for deviations from a straight line (Q1176809) (← links)
- Self-stretching of perturbed vortex filaments. II: Structure of solutions (Q1181374) (← links)
- Solvability of the localized induction equation for vortex motion (Q1328220) (← links)
- Motion of a vortex filament in the local induction approximation: Reformulation of the Da Rios-Betchov equations in the extrinsic filament coordinate space (Q2429662) (← links)
- Fully nonlinear local induction equation describing the motion of a vortex filament in~superfluid \({^4}\)He (Q2863304) (← links)
- Motion of a helical vortex filament in superfluid 4He under the extrinsic form of the local induction approximation (Q2945309) (← links)
- Self-similar vortex dynamics in superfluid 4He under the Cartesian representation of the Hall-Vinen model including superfluid friction (Q2945314) (← links)
- Comment on “Motion of a helical vortex filament in superfluid 4He under the extrinsic form of the local induction approximation” [Phys. Fluids 25, 085101 (2013)] (Q2947697) (← links)
- General rotating quantum vortex filaments in the low-temperature Svistunov model of the local induction approximation (Q2947726) (← links)
- Shape-preserving solutions for quantum vortex motion under localized induction approximation (Q3556467) (← links)
- Physical interpretation of certain invariants for vortex filament motion under LIA (Q3992338) (← links)
- On the motion of a vortex filament in an external flow according to the localized induction approximation (Q4260308) (← links)
- Motion of open vortex-current filaments under the Biot–Savart model (Q5226218) (← links)
