A Boltzmann equation with Gaussian momentum spread reproduces the asymptotic growth rate and number density of narrow parametric resonance to within about 20 percent.
Particle Production and Gravitino Abundance after Inflation
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abstract
Thermal history after inflation is studied in a chaotic inflation model with supersymmetric couplings of the inflaton to matter fields. Time evolution equation is solved in a formalism that incorporates both the back reaction of particle production and the cosmological expansion. The effect of the parametric resonance gives rise to a rapid initial phase of the inflaton decay followed by a slow stage of the Born term decay. Thermalization takes place immediately after the first explosive stage for a medium strength of the coupling among created particles. As an application we calculate time evolution of the gravitino abundance that is produced by ordinary particles directly created from the inflaton decay, which typically results in much more enhanced yield than what a naive estimate based on the Born term would suggest.
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Particle decay as asymptotic narrow parametric resonance
A Boltzmann equation with Gaussian momentum spread reproduces the asymptotic growth rate and number density of narrow parametric resonance to within about 20 percent.