The scaling laws for the reconnection of isolated pairs of quantised vortices are characterised by numerically integrating the three-dimensional Gross–Pitaevskii equations, the simplest mean-field equations for a quantum fluid. The primary result is the identification of distinctly different temporal power laws for the pre- and post-reconnection separation distances δ(t
We review recent rigorous results on the phenomenon of vortex reconnection in classical and quantum ...
Liquid helium obtains superfluid properties when cooled below the Lambda transition temperature of 2...
The reconnecting vortex-tangle model is used to investigate the interaction of tangles of quantized ...
Using two innovations, smooth, but distinctly different, scaling laws for the numerical reconnection...
We study reconnections of quantum vortices by numerically solving the governing Gross-Pitaevskii equ...
In a concurrent work, Villois et al. [Phys. Rev. Lett. 125, 164501 (2020)10.1103/PhysRevLett.125.164...
We statistically study vortex reconnections in quantum fluids by evolving different realizations of ...
This paper addresses reconnection of vortex tubes, with particular focus on the topology of the vort...
International audienceWe statistically study vortex reconnections in quantum fluids by evolving diff...
18 pages, 6 figuresInternational audienceWe study the reconnection of vortices in a quantum fluid wi...
Insight into vortex reconnections in superfluids is presented, making use of analytical results and ...
When two vortices in superfluid helium-4 get close enough together, their cores are very likely to "...
We elaborate the physics of systems of unconstrained, reconnecting vortex filaments with dynamic fin...
The structure and energetics of superflow around quantized vortices, and the motion inherited by the...
AbstractFrom a new anti-parallel initial condition using long vortices, three-dimensional incompress...
We review recent rigorous results on the phenomenon of vortex reconnection in classical and quantum ...
Liquid helium obtains superfluid properties when cooled below the Lambda transition temperature of 2...
The reconnecting vortex-tangle model is used to investigate the interaction of tangles of quantized ...
Using two innovations, smooth, but distinctly different, scaling laws for the numerical reconnection...
We study reconnections of quantum vortices by numerically solving the governing Gross-Pitaevskii equ...
In a concurrent work, Villois et al. [Phys. Rev. Lett. 125, 164501 (2020)10.1103/PhysRevLett.125.164...
We statistically study vortex reconnections in quantum fluids by evolving different realizations of ...
This paper addresses reconnection of vortex tubes, with particular focus on the topology of the vort...
International audienceWe statistically study vortex reconnections in quantum fluids by evolving diff...
18 pages, 6 figuresInternational audienceWe study the reconnection of vortices in a quantum fluid wi...
Insight into vortex reconnections in superfluids is presented, making use of analytical results and ...
When two vortices in superfluid helium-4 get close enough together, their cores are very likely to "...
We elaborate the physics of systems of unconstrained, reconnecting vortex filaments with dynamic fin...
The structure and energetics of superflow around quantized vortices, and the motion inherited by the...
AbstractFrom a new anti-parallel initial condition using long vortices, three-dimensional incompress...
We review recent rigorous results on the phenomenon of vortex reconnection in classical and quantum ...
Liquid helium obtains superfluid properties when cooled below the Lambda transition temperature of 2...
The reconnecting vortex-tangle model is used to investigate the interaction of tangles of quantized ...