Title :
Self-focusing and guiding of short laser pulses in ionizing gases and plasmas
Author :
Esarey, Eric ; Sprangle, Phillip ; Krall, Jonathan ; Ting, Antonio
Author_Institution :
Div. of Plasma Phys., Naval Res. Lab., Washington, DC, USA
fDate :
11/1/1997 12:00:00 AM
Abstract :
Several features of intense, short-pulse (≲1 ps) laser propagation in gases undergoing ionization and in plasmas are reviewed, discussed, and analyzed. The wave equations for laser pulse propagation in a gas undergoing ionization and in a plasma are derived. The source-dependent expansion method is discussed, which is a general method for solving the paraxial wave equation with nonlinear source terms. In gases, the propagation of high-power (near the critical power) laser pulses is considered including the effects of diffraction, nonlinear self-focusing, ionization, and plasma generation. Self-guided solutions and the stability of these solutions are discussed. In plasmas, optical guiding by relativistic effects, ponderomotive effects, and preformed density channels is considered. The self consistent plasma response is discussed, including plasma wave effects and instabilities such as self-modulation. Recent experiments on the guiding of laser pulses in gases and in plasmas are briefly summarized
Keywords :
ionisation; laser beams; optical modulation; optical self-focusing; photoionisation; plasma density; plasma light propagation; plasma production by laser; relativistic plasmas; wave equations; critical power; diffraction; high-power laser pulses; ionization; ionizing gases; laser pulse propagation; nonlinear self-focusing; nonlinear source terms; optical guiding; paraxial wave equation; plasma generation; plasma wave effects; plasmas; ponderomotive effects; relativistic effects; self consistent plasma response; self-focusing; self-guided solutions; self-modulation; short laser pulses; short-pulse laser propagation; source-dependent expansion method; stability; wave equations; Gas lasers; Gases; Ionization; Optical propagation; Optical pulses; Partial differential equations; Plasma density; Plasma sources; Plasma stability; Plasma waves;
Journal_Title :
Quantum Electronics, IEEE Journal of