Abstract
The first examples of regular and singular self-similar solutions of the 3-d nonlinear Schroedinger equation for potential vector field are found explicitly. Regular solutions relate to the process of the `singularities ` formation. Singular solutions relate to an early evolution of the `singularities`. Together, the solutions describe behaviour of Langmuir wave field in the spatiotemporal vicinities of its`singularities` and provide an effective mechanism of energy dissipation from the Langmuir condensate. 5 refs.; 1 fig.
Citation Formats
Khudik, V N, and Malkin, V M.
Self-similar regimes of subsonic Langmuir wave collapse.
Russian Federation: N. p.,
1992.
Web.
Khudik, V N, & Malkin, V M.
Self-similar regimes of subsonic Langmuir wave collapse.
Russian Federation.
Khudik, V N, and Malkin, V M.
1992.
"Self-similar regimes of subsonic Langmuir wave collapse."
Russian Federation.
@misc{etde_10113877,
title = {Self-similar regimes of subsonic Langmuir wave collapse}
author = {Khudik, V N, and Malkin, V M}
abstractNote = {The first examples of regular and singular self-similar solutions of the 3-d nonlinear Schroedinger equation for potential vector field are found explicitly. Regular solutions relate to the process of the `singularities ` formation. Singular solutions relate to an early evolution of the `singularities`. Together, the solutions describe behaviour of Langmuir wave field in the spatiotemporal vicinities of its`singularities` and provide an effective mechanism of energy dissipation from the Langmuir condensate. 5 refs.; 1 fig.}
place = {Russian Federation}
year = {1992}
month = {Dec}
}
title = {Self-similar regimes of subsonic Langmuir wave collapse}
author = {Khudik, V N, and Malkin, V M}
abstractNote = {The first examples of regular and singular self-similar solutions of the 3-d nonlinear Schroedinger equation for potential vector field are found explicitly. Regular solutions relate to the process of the `singularities ` formation. Singular solutions relate to an early evolution of the `singularities`. Together, the solutions describe behaviour of Langmuir wave field in the spatiotemporal vicinities of its`singularities` and provide an effective mechanism of energy dissipation from the Langmuir condensate. 5 refs.; 1 fig.}
place = {Russian Federation}
year = {1992}
month = {Dec}
}