Study of the temporal characteristics of charged-particle acceleration by a shock front

Physics

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Charged Particles, Cosmic Rays, Galactic Radiation, Particle Acceleration, Shock Fronts, Plane Waves, Shock Wave Propagation, Time Dependence, Unsteady State

Scientific paper

The time-dependent problem of 'superadiabatic' charged-particle acceleration by the infinitely thin wavefront of a strong plane shock wave propagating in a homogeneous medium that contains small-scale magnetic-field inhomogeneities is analyzed. Equations for the accelerated-particle density are solved for specified boundary conditions at the shock front, and the solution behind the shock front is examined. A time-dependent solution is then obtained which satisfies both the initial and the boundary conditions. A power-law accelerated-particle spectrum with a spectral index that is a function of the adiabatic index is determined as the asymptotic limit to this solution for large times. It is shown that for the case of a perfect gas, this spectrum is in good agreement with that observed for galactic cosmic rays in the energy region above 10 GeV.

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