Ultrabroadening of light beam spatial spectrum when self-focusing
Sergei A. Izyurov, S. A. Kozlov, Constantin R. Simovski
Abstract
Sergei A. Izyurov, S. A. Kozlov, Constantin R. Simovski
Abstract
New nonlinear equations for the dynamics of spatial spectrum of a self-focusing monochromatic wave in a medium with cubic nonlinearity is derived in the nonparaxial approximation. The formation of optical beams with cross section on the order of a wavelength is considered. Backward self- reflection is found to be the fundamental cause for the limitation of optical self-focusing.
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New nonlinear equations for the dynamics of spatial spectrum of a self-focusing monochromatic wave in a medium with cubic nonlinearity is derived in the nonparaxial approximation. The formation of optical beams with cross section on the order of a wavelength is considered. Backward self- reflection is found to be the fundamental cause for the limitation of optical self-focusing.
Key concepts: Self-focusing, Monochromatic color, Optics, Wavelength, Physics, Nonlinear system, Light beam, Spectrum (functional analysis)