Electrical Resistivity Forward problem: Poisson's equation with heterogeneous conductivity

Poisson's equation is solved for a heterogeneous medium with varying conductivity.

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Actualizado 22 Jun 2016

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In electrical resistivity tomography, forward problem involves solving Poisson's equation to find electrical potential when conductivity and exciting currents are known. This program employs finite difference method to solve the equation and calculates the electric potential. Any suggestion on optimization will be appreciated.

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Sathyanarayan Rao (2023). Electrical Resistivity Forward problem: Poisson's equation with heterogeneous conductivity (https://www.mathworks.com/matlabcentral/fileexchange/57814-electrical-resistivity-forward-problem-poisson-s-equation-with-heterogeneous-conductivity), MATLAB Central File Exchange. Recuperado .

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