Fourier Analysis of the Parametric Resonance in Neutrino Oscillations

Physics – High Energy Physics – High Energy Physics - Phenomenology

Scientific paper

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12 pages, 3 color figures, LaTeX, elsarticle.sty

Scientific paper

10.1016/j.physletb.2009.03.038

Parametric enhancement of the appearance probability of the neutrino oscillation under the inhomogeneous matter is studied. Fourier expansion of the matter density profile leads to a simple resonance condition and manifests that each Fourier mode modifies the energy spectrum of oscillation probability at around the corresponding energy; below the MSW resonance energy, a large-scale variation modifies the spectrum in high energies while a small-scale one does in low energies. In contrast to the simple parametric resonance, the enhancement of the oscillation probability is itself an slow oscillation as demonstrated by a numerical analysis with a single Fourier mode of the matter density. We derive an analytic solution to the evolution equation on the resonance energy, including the expression of frequency of the slow oscillation.

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