Wave diffraction in weak cosmic-ray-modified shocks

Astronomy and Astrophysics – Astrophysics

Scientific paper

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Cosmic Rays, Magnetoacoustic Waves, Shock Waves, Wave Diffraction, Eikonal Equation, Green'S Functions, Hall Effect, Korteweg-Devries Equation, Magnetic Field Configurations, Perturbation Theory

Scientific paper

Weakly multidirectional, long-wavelength cosmic-ray-modified shocks are studied via multiple scale perturbation techniques. The effects of diffraction are discussed in terms of Green's function solutions of the linearized 1 + 3D Burgers and 1 + 3D KdVB equations, and also in terms of solutions with singular Dirac delta initial distributions. The solutions show a monotonic decrease of the wave-front curvature with increasing time owing to the effects of wave diffraction. The shape of the wave surface is discussed in terms of solutions S to the wave eikonal equation corresponding to singular initial conditions. For the fast magnetosonic wave propagating in the positive x-direction, the wave phase surface S = 0 has elliptic cross sections with the planes x = constant and has a convex paraboloidal shape. Plane-wave solutions of the 1 + 3D KdVB equation are discussed.

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