Flavor-universal expressions of neutrino oscillation probabilities in matter

Abstract:

We construct a new perturbative framework to describe neutrino oscillation in matter with the unique expansion parameter , which is defined as ∆m221/∆m2ren with the renormalized atmospheric ∆m2ren ≡ ∆m231 − s212∆m221. It allows us to derive the maximally compact expressions of the oscillation probabilities in matter to order in the form akin to those in vacuum. This feature allows immediate physical interpretation of the formulas, and facilitates understanding of physics of neutrino oscillations in matter. Moreover, quite recently, we have shown that our three-flavor oscillation probabilities P(να → νβ) in all channels can be expressed in the form of universal functions of L/E. The νe disappearance oscillation probability P(νe → νe) has a special property that it can be written as the two-flavor form which depends on the single frequency. This talk is based on the collaborating work with Stephen Parke [1].

Año de publicación:

2015

Keywords:

Fuente:

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scopus