first characterization of a new method for numerically solving the dirichlet problem of the two-dimensional electrical impedance equation
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ID: 163754
2013
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Abstract
Based upon the elements of the modern pseudoanalytic function theory, we analyze a new method for numerically solving the forward Dirichlet
boundary value problem corresponding to the two-dimensional electrical
impedance equation. The analysis is performed by introducing interpolating piecewise separable-variables conductivity functions in the unit
circle. To warrant the effectiveness of the posed method, we consider
several examples of conductivity functions, whose boundary conditions
are exact solutions of the electrical impedance equation, performing a
brief comparison with the finite element method. Finally, we discuss
the possible contributions of these results to the field of the electrical
impedance tomography.
| Reference Key |
ramirez-tachiquin2013journalfirst
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|---|---|
| Authors | ;Marco Pedro Ramirez-Tachiquin;Cesar Marco Antonio Robles Gonzalez;Rogelio Adrian Hernandez-Becerril;Ariana Guadalupe Bucio Ramirez |
| Journal | Chemico-biological interactions |
| Year | 2013 |
| DOI |
10.1155/2013/493483
|
| URL | |
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