Accession Number:
AD0735507
Title:
On the Correctness of a Problem with Initial Conditions for a Partial Differential Equation.
Descriptive Note:
R. E. Gibson Library bulletin translation series,
Corporate Author:
JOHNS HOPKINS UNIV SILVER SPRING MD APPLIED PHYSICS LAB
Personal Author(s):
Report Date:
1971-04-02
Pagination or Media Count:
19.0
Abstract:
Considered is the correctness of the statement of an extremely simple problem for a model equation of meteorology used in the qualitative study of a number of aspects, particularly, the matching of the wind to the geostrophic. The uniqueness is proved by the energy integral method. The proof of the existence of the solution and of the continuous dependence on the initial data and the left side is given in the metric of functional spaces of S. L. Sobolev by means of Fourier transformation. Author
Descriptors:
Subject Categories:
- Meteorology
- Operations Research