Solvability of an initial-boundary problem for a loaded wave equation
- 作者: Frost MB1, Frost M.B1
-
隶属关系:
- 期: 卷 12, 编号 2 (2011)
- 页面: 80-81
- 栏目: Articles
- URL: https://journals.eco-vector.com/2712-8970/article/view/505727
- ID: 505727
如何引用文章
全文:
详细
Solvability of an initial-boundary problem for a loaded wave equation is proved. The proof of the solution
uniqueness is based on the a priori estimate of the solution. A sequence of Galerkin approximations is constructed
for the solution existence to be proved.
uniqueness is based on the a priori estimate of the solution. A sequence of Galerkin approximations is constructed
for the solution existence to be proved.
参考
- Nakhushev A. M. Loaded differential equations and their applications // Dif. Uravn. 1983. Vol. 19. № 1. P. 86-94.
- Frost M. B. Uniqueness of the solution of an inverse problem of determining the source of oscillations of an elastic body // Sib. Zh. Industr. Mat. 1998. Vol. 1. № 2. P. 199-2001.
- Kozhanov A. I. One nonlinear loaded parabolic equation and related inverse problem // Mat. Zametki. 2004. Vol. 76. № 6. P. 840-853.
补充文件
![](/img/style/loading.gif)