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Variety of nonlinear wave-breaking
Authors:Sergei Bulanov  Francesco Pegoraro  Jun-ichi Sakai
Affiliation:

a General Physics Institute RAS Moscow Russia

b Dipartimento di Fisica and INFM, Università di Pisa Pisa Italy

c Laboratory for Plasma Astrophysics, Faculty of Engineering, Toyama University 3190 Gofuku, Toyama 930 Japan

Abstract:We discuss the formation of typical (structurally stable) singularities in nonlinear wave breaking in stable and unstable media. The wake wave-break due to the inhomogeneity of the Langmuir frequency is accompanied by electron injection into the acceleration phase. In a wake wave excited behind a finite width laser pulse, the wave-breaking mechanism involves the increase, with the distance behind the pulse, of the curvature of the wake front, followed by the self-intersection of the electron trajectories. In the long wavelength limit, the Weibel instability which leads to the generation of a strong magnetic field, the relativistic self focusing and the Rayleigh-Taylor instability of a thin plasma slab provide examples of a common behavior with the rarefaction wave-breaking in unstable media. We present a solution of the Cauchy problem that describes the evolution of nonlinear perturbations of the Rayleigh-Taylor instability in terms of analytical functions of a complex variable.
Keywords:Plasma accelerators   Particle beam injection   Laser pulses   Magnetic fields   Perturbation techniques   Langmuir frequency   Rayleigh-Taylor instability   Weibel instability   Cauchy problem
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