ON THE SCHRODINGER SOLITON STOCHATIZATION IN THE EXTERNAL FIELDS AND THERMOSTAT
In the adiabatic approach the influence of amplitude and frequency of an external field on the nonlinear Schrodinger equation soliton is considered. The possibility of the Schrodinger soliton stochastization by an external field and thermostat is investigated. It is shown, the Schrodinger solitons stability increase with its speed, the regularity of the soliton dynamics in a monochromatic external field and at superposition fields with the quasi irrational relation of frequencies. The possibility of the Schrodinger soliton stochastization to a sharp-pulse external field and thermostat is shown.