Reconstruction of Obstacles Immersed in an Incompressible Fluid

@inproceedings{Heck2006ReconstructionOO,
  title={Reconstruction of Obstacles Immersed in an Incompressible Fluid},
  author={Horst Heck and Gunther Uhlmann and Jenn-Nan Wang},
  year={2006}
}
We consider the reconstruction of obstacles inside a bounded domain filled with an incompressible fluid. Our method relies on special complex geometrical optics solutions for the stationary Stokes equation with a variable viscosity. 
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Showing 1-10 of 15 references

A global uniqueness theorem for an inverse boundary value problem

  • J. Sylvester, G. Uhlmann
  • Ann. of Math.(2),
  • 1987
Highly Influential
11 Excerpts

Estimates near the boundary for solutions of elliptic partial differential equations satisfying general boundary conditions II, Comm

  • S. Agmon, A. Douglis, L. Nirenberg
  • Pure Appl. Math.,
  • 1964
Highly Influential
3 Excerpts

Identification of immersed obstacles via boundary measurements

  • C. Alvarez, C. Conca, L. Friz, O. Kavian, J. H. Ortega
  • Inverse Problems,
  • 2005
1 Excerpt

Erratum: “Global uniqueness for an inverse boundary value problem arising in elasticity

  • G. Nakamura, G. Uhlmann
  • Invent. Math. ,
  • 2003
1 Excerpt

Complex geometric optics solutions and pseudoanalytic matrices, Ill-posed and inverse problems, 305-338

  • G. Nakamura, G. Uhlmann
  • VSP, Zeist,
  • 2002
1 Excerpt

On the inverse boundary value problem for linear isotropic elasticity

  • G. Eskin, J. Ralston
  • Inverse Problems,
  • 2002
1 Excerpt

Global uniqueness in the inverse scattering problem for the Schrödinger operator with external Yang-Mills potentials

  • G. Eskin
  • Commun. Math. Phys.,
  • 2001
1 Excerpt

The enclosure method and its applications, Analytic extension formulas and their applications (Fukuoka, 1999/Kyoto

  • M. Ikehata
  • Int. Soc. Anal. Appl. Comput.,
  • 2000
1 Excerpt

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