On the exploration of effect of critical beam power on the propagation of Gaussian laser beam in collisionless magnetized plasma
T. U. Urunkar, Amol T. Valkunde, Bandopant D. Vhanmore, Kusum M. Gavade, Sandip D. Patil, M. V. Takale
Abstract
T. U. Urunkar, Amol T. Valkunde, Bandopant D. Vhanmore, Kusum M. Gavade, Sandip D. Patil, M. V. Takale
Abstract
It is quite known that critical power of the laser plays vital role in the propagation of Gaussian laser beam in collisionless plasma. The nonlinearity in dielectric constant considered herein is due to the ponderomotive force. In the present analysis, the interval of critical beam power has been explored to sustain the competition between diffraction and self-focusing of Gaussian laser beam during propagation in collisionless magnetized plasma. Differential equation for beam-width parameter has been established by using WKB and paraxial approximations under parabolic equation approach. The effect of critical power on the propagation of Gaussian laser beam has been presented graphically and discussed.
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It is quite known that critical power of the laser plays vital role in the propagation of Gaussian laser beam in collisionless plasma. The nonlinearity in dielectric constant considered herein is due to the ponderomotive force. In the present analysis, the interval of critical beam power has been explored to sustain the competition between diffraction and self-focusing of Gaussian laser beam during propagation in collisionless magnetized plasma. Differential equation for beam-width parameter has been established by using WKB and paraxial approximations under parabolic equation approach. The effect of critical power on the propagation of Gaussian laser beam has been presented graphically and discussed.
Key concepts: Paraxial approximation, Beam parameter product, Physics, Laser beam quality, Ponderomotive force, Self-focusing, M squared, Beam diameter