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About one inverse initial-boundary value problem for nonlinear one-dimensional poroelasticity equations

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Author(s):
  • Kholmatzhon Imomnazarov
  • Sherzad Imomnazarov
  • Peter Korobov
  • Abdulkhamid Kholmuradov
Abstract:

We consider a one-dimensional inverse boundary value problem for a nonlinear system of the poroelasticity equations. We obtain estimates for the conditional stability of the inverse problem.

Keywords:
  • hyperbolic system
  • direct problem
  • Volterra's equation
  • porous medium
  • friction coefficient
Issue
Mathematical Modeling in Geophysics. — 2015 . — # 18.
Pages:
9-16
File:
imomnaz2.pdf (214.79 KB)
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  • About
    • Journal
    • Editorial
    • ISSN
  • Series
    • Computer Science
    • Mathematical Modeling in Geophysics
    • Numerical Analysis
    • Numerical Modeling in Atmosphere, Ocean, and Environment Studies
  • Search
  • Authors
  • Submission
  • Contacts