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- Title
Method of Determining the Control Functions for Wave Processes in Regions with Mobile Boundaries (Cylindrical Symmetry).
- Authors
Krutikov, V. S.
- Abstract
Exact analytical solutions of the wave equation in regions with mobile boundaries for the general case of cylindrical symmetry are obtained using an original method previously developed for solving inverse problems with allowance for the interaction of nonlinear arguments. The obtained solutions are universal and valid for both inverse and direct problems. A method of eliminating logarithmic singularities, known to exist in the case of cylindrical symmetry, is proposed for the quantitative determination of the control functions of wave processes in regions with mobile boundaries. © 2005 Pleiades Publishing, Inc.
- Subjects
WAVE equation; SYMMETRY; DIFFERENTIAL equations; LOGARITHMS; BESSEL functions; CALCULUS
- Publication
Technical Physics Letters, 2005, Vol 31, Issue 1, p4
- ISSN
1063-7850
- Publication type
Article
- DOI
10.1134/1.1859486