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- Title
Effect of a small dispersion on self-focusing in a spatially one-dimensional case.
- Authors
Suleimanov, B.
- Abstract
The effect of a small dispersion on the self-focusing of solutions of equations of nonlinear geometric optics in a spatially one-dimensional case has been studied. This effect in the leading order is described by a universal special solution of the nonlinear Schrödinger equation, k]which is isomonodromic. The analytical and asymptotic properties of this universal solution have been considered.
- Subjects
GEOMETRIC analysis; SCHRODINGER equation; PARTIAL differential equations; ISOMONODROMIC deformation method; ASYMPTOTIC expansions
- Publication
JETP Letters, 2017, Vol 106, Issue 6, p400
- ISSN
0021-3640
- Publication type
Article
- DOI
10.1134/S0021364017180126