A. W. Baggaley, J. Laurie
We numerically simulate weakly nonlinear Kelvin-wave interactions on the single periodic quantized vortex line in helium II using the vortex filament model with a tree algorithm. We show that for weakly nonlinear Kelvin-waves, we have excellent agreement to the L'vov-Nazarenko spectrum and clearly show deviation from the other theories. Additionally, we observe a transition into a critical balance state when forcing is increased.
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http://arxiv.org/abs/1204.4034
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