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Nonlinear interaction of elliptical q-Gaussian laser beams with plasmas with axial density ramp: effect of ponderomotive force

机译:具有轴向密度斜坡的椭圆形Q-Gaussian激光束与等离子体的非线性相互作用:追击力的影响

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摘要

Theoretical investigation on optical self action effects of intense q-Gaussian laser beams interacting with collisionless plasmas with axial density ramp has been presented. Emphasis are put on investigating the dynamics of beam width and axial phase of the laser beam. Effect of the ellipticity of the cross section of the laser beam also has been incorporated. Using variational theory based on Lagrangian formulation nonlinear partial differential equation (P.D.E) governing the evolution of beam amplitude has been reduced to a set of coupled ordinary differential equations for the beam widths of the laser beam along the transverse directions. The evolution equation for the axial phase of the laser beam has been obtained by the Fourier transform of the amplitude structure of the laser beam from coordinate space to (k_x, k_y) space. The differential equations so obtained have been solved numerically to envision the effect of laser-plasma parameters on the propagation dynamics of the laser beam.
机译:呈介绍了轴向密度斜坡与轴密度斜坡相互作用的强度Q-Gaussian激光束的光学自动作效应的理论研究。强调调查激光束的光束宽度和轴向阶段的动态。激光束的横截面的椭圆性的影响也已被掺入。使用基于拉格朗日配方的变分理论,控制梁幅度的演化的非线性偏微分方程(P.D.E)已经减少到沿横向方向的激光束的光束宽度的一组耦合的常微分方程。通过激光束的振幅结构从坐标空间到(k_x,k_y)空间的突出变换来获得激光束的轴向阶段的进化方程。如此获得的微分方程已经在数值上进行了解决,以设想激光等离子体参数对激光束的传播动态的影响。

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