Abstract:The self-focusing/defocusing of Hermite-sinh-Gaussian (HshG) laser beam in underdense inhomogeneous plasmas is studied by using higher-order approximation theory. It is found that Hermite mode index and the fluctuation of the periodic plasma density have a significant effect on the dielectric constant and laser beam self-focusing/self-defocusing. With the increase of mode index, the high-order HshG laser beam is beneficial to suppress self-focusing and enhance self-defocusing. In addition, the effects of decen… Show more
“…Figure 1 reflects the intensity distribution, spatial distribution of the axial and transverse electric field for a shG laser beam in terms of decentred parameter. It is demonstrated that the decentered parameter clearly affects beam width [29].…”
The acceleration of electron in a produced ion channel is studied theoretically using a sinh-Gaussian (shG) laser pulse with radial polarization. Compared to Gaussian laser pulses, shG laser pulses propagate differently, presenting as a bright ring encircling a dark hollow core that inhibits early focusing and promotes self-defocusing. They can therefore be used to accelerate electrons to extremely high energies. The electron energy gain is influenced by the laser pulse decentred parameter linked to the shG function, however, the ion stream's electric field prevents the transverse oscillations from pushing electrons out of the interaction zone. With a decentred parameter of ~2.15 and a laser pulse intensity value of ~10^20 Wcm^-2 incident on density of ~ 10^22m^-3, where the incident pulse phase is ψ0=0, the combined effect of ion channelling and radially polarized (RP) shG laser pulses leads to a significant enhancement of electron energy gain within the ion density channel to the GeV level.
“…Figure 1 reflects the intensity distribution, spatial distribution of the axial and transverse electric field for a shG laser beam in terms of decentred parameter. It is demonstrated that the decentered parameter clearly affects beam width [29].…”
The acceleration of electron in a produced ion channel is studied theoretically using a sinh-Gaussian (shG) laser pulse with radial polarization. Compared to Gaussian laser pulses, shG laser pulses propagate differently, presenting as a bright ring encircling a dark hollow core that inhibits early focusing and promotes self-defocusing. They can therefore be used to accelerate electrons to extremely high energies. The electron energy gain is influenced by the laser pulse decentred parameter linked to the shG function, however, the ion stream's electric field prevents the transverse oscillations from pushing electrons out of the interaction zone. With a decentred parameter of ~2.15 and a laser pulse intensity value of ~10^20 Wcm^-2 incident on density of ~ 10^22m^-3, where the incident pulse phase is ψ0=0, the combined effect of ion channelling and radially polarized (RP) shG laser pulses leads to a significant enhancement of electron energy gain within the ion density channel to the GeV level.
“…Due to a wide range of potential applications, including laser-driven acceleration, x-ray lasers, harmonic generation, etc, the self-focusing of a powerful laser beam has drawn tremendous interest in the last few decades [1][2][3][4][5][6]. The propagation of powerful laser pulses > I W c m 10 17 2 ( ) / in extremely dense plasmas has seen a sudden spike in demand as a result of the rapid igniter concept for inertial confinement fusion [7].…”
Section: Introductionmentioning
confidence: 99%
“…When a laser beam interacts with plasma, the plasma dielectric constant is adjusted, allowing the electron an oscillatory velocity [11]. Due to the significance of these applications, the non-linear phenomenon (selffocusing) has been explored by various researchers [3,6,7,[10][11][12][13][14][15][16][17][18]. In addition to that Studying the self-focusing of q-Gaussian beams is important for optimizing the design and performance of high-power laser systems, as well as for developing more efficient and effective laser-plasma interaction systems.…”
Section: Introductionmentioning
confidence: 99%
“…2 They noticed that intense minimal ray self-convergence affects the formation of ring-shaped laser intensity profiles in a very brief Rayleigh length [17]. Sharma et al [6] later used a similar method to explore the thermal self-focusing of the laser in collisional plasma beyond the near-axis approximation. They claim that the self-focusing range improves with laser power.…”
The goal of the current manuscript is to investigate how a plasma density ramp affects the ability of a q-Gaussian laser beam (q-GLB) to self-focus in plasma. The laser beam exhibits oscillatory self-focusing and defocusing behaviour with increasing distance of propagation. We used an exponential plasma density ramp to combat this defocusing tendency, allowing the particular laser beam to achieve a minimal spot size and nearly retain it up to several Rayleigh lengths. In addition to that, it has been observed that self-focusing increases with increasing q-values and the laser intensity. However, the lower values of q suggest strong self-focusing. By warily selecting the plasma and laser parameters, the density ramp could play a key role in the self-focusing of q-Gaussian laser. Self-focusing is seen to become stronger as propagation distance increases and the q-parameter affects the behaviour of the beam-width parameter in the plasma as shown.
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