| ISSN 1683-3414 (Print) • ISSN 1814-0807 (Online) | |||
![]() |
![]() |
![]() |
|
| Log in | |||
ContactsAddress: Vatutina st. 53, Vladikavkaz,
|
DOI: 10.23671/VNC.2012.14.10967 The inverse coefficient problem for dissipative operators and identification of the properties of viscoelastic materials
Abstract:
We give some general formulation and the variational equation of the inverse problem of identifying the inhomogeneous characteristics of three-dimensional viscoelastic body. Under consideration is the problem of reconstruction of the functional coefficients of dissipative operators arising in solving several problems of identification of the properties of layered inhomogeneous viscoelastic structures in the analysis of spectral characteristics. We suggest a method for constructing an iterative process and present the results of recovering functions of different types.
Keywords: inverse problems, dissipative operators, viscoelasticity, identification, iterative process
Language: Russian
For citation: Bogachev I. V., Vatulyan A. O. The inverse coefficient problem for dissipative operators and identification of the properties of viscoelastic materials. Vladikavkazskij matematicheskij zhurnal [Vladikavkaz Math. J.],
2012, vol. 14, no. 3, pp.31-44.
DOI 10.23671/VNC.2012.14.10967
The sole copyright holder of the published work is the Founder of the Vladikavkaz Mathematical Journal. The terms of use of this work are governed by an open license (Creative Commons Attribution-NonCommercial 4.0 International). The use of metadata of the scientific article, including the title, abstract, author information, references, identifiers, and other bibliographic description elements for subsequent unrestricted use, is carried out under the terms of the CC BY or CC0 open licenses. ← Contents of issue |
|
| |
|||
| © 1999-2026 Южный математический институт | |||