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Publication Cover
Applicable Analysis
An International Journal
Volume 81, 2002 - Issue 6
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Original Articles

The Recovery of an Anisotropic Conductivity in Groundwater Modelling

Ian Knowles Department of Mathematics, University of Alabama, Birmingham, Birmingham, Alabama, 35294
&
Aimin Yan Department of Mathematics, University of Alabama, Birmingham, Birmingham, Alabama, 35294
Pages 1347-1365 | Published online: 09 Sep 2010

Citations (8)

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Read on this site (1)

M. S. Hussein, N. Kinash, D. Lesnic & M. Ivanchov. (2017) Retrieving the time-dependent thermal conductivity of an orthotropic rectangular conductor. Applicable Analysis 96:15, pages 2604-2618.
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Articles from other publishers (7)

Farzad Mohebbi & Mathieu Sellier. (2024) Identification of spatially distributed rheological parameters for viscoplastic gravity currents. International Journal of Thermofluids 22, pages 100638.
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M.J. Huntul. (2021) Finding the Time-dependent Term in 2D Heat Equation from Nonlocal Integral Conditions. Computer Systems Science and Engineering 39:3, pages 415-429.
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Mohammed Shuker Mahmood & D. Lesnic. (2019) Identification of conductivity in inhomogeneous orthotropic media. International Journal of Numerical Methods for Heat & Fluid Flow 29:1, pages 165-183.
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B M Brown & M Jais. (2011) A variational approach to an electromagnetic inverse problem. Inverse Problems 27:4, pages 045011.
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Ian Knowles & Aimin Yan. (2007) The reconstruction of groundwater parameters from head data in an unconfined aquifer. Journal of Computational and Applied Mathematics 208:1, pages 72-81.
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Ian Knowles, Michael Teubner, Aimin Yan, Paul Rasser & Jong Wook Lee. (2007) Inverse groundwater modelling in the Willunga Basin, South Australia. Hydrogeology Journal 15:6, pages 1107-1118.
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Ian Knowles & Aimin Yan. (2004) On the recovery of transport parameters in groundwater modelling. Journal of Computational and Applied Mathematics 171:1-2, pages 277-290.
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