Bimetric Relativity and the Opera Neutrino Experiment

We investigate the possibility of explaining the propagation of neutrinos measured by the OPERA experiment with $δv_ν=(v_ν-c_0)/c_0$, where $c_0$ is the speed of light in vacuum, using a bimetric relativity model. The geometry of the bimetric model has two metrics in spacetime. One metric $g_{μν}$ possesses a null cone along which massless gravitons and photons travel with the constant speed $c_0$, while the other `matter' metric ${\hat g}_{μν}=g_{μν}+βψ_μψ_ν$ has a null cone with a bigger speed $c > c_0$ with $0 < δv_ν\ll c/c_0$. This second cone structure of spacetime prevents the neutrinos from being superluminal tachyons $v_ν< c$. Such superluminal neutrinos would lead to severe depletion of neutrino energy, refuting the OPERA result. The charge-current source of the background gauge field $ψ_μ$ is assumed to be baryon charge and the strength of the field $ψ_μ$ is distance dependent, explaining the observation that for supernova SN1987a $v_ν\simeq c_0$. Altering the path of the neutrinos through the earth or performing a space experiment can test the OPERA neutrino experimental result.

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