2010Near Surface 2010 - 16th EAGE European Meeting of Environmental and Engineering GeophysicsRequires access

Linearized Electrical Impedance Tomography

Nick Polydorides

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Abstract

We address the problem of Electrical Impedance Tomography (EIT) as this is encountered in various applications of near surface geophysics. Based on a closed form integral model that relates the boundary observations to the electrical properties of the domain we suggest some extensions to the conventional `linearization--regularization' modeling approaches. Instead of truncating the Taylor series expansion of the forward operator to first-order accuracy, our methodology accounts for the linearization error as a multivariate random variable and uses stochastic simulation to obtain its statistical information.

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What this paper is about

We address the problem of Electrical Impedance Tomography (EIT) as this is encountered in various applications of near surface geophysics. Based on a closed form integral model that relates the boundary observations to the electrical properties of the domain we suggest some extensions to the conventional `linearization--regularization' modeling approaches. Instead of truncating the Taylor series expansion of the forward operator to first-order accuracy, our methodology accounts for the linearization error as a multivariate random variable and uses stochastic simulation to obtain its statistical information.

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Available abstract

We address the problem of Electrical Impedance Tomography (EIT) as this is encountered in various applications of near surface geophysics. Based on a closed form integral model that relates the boundary observations to the electrical properties of the domain we suggest some extensions to the conventional `linearization--regularization' modeling approaches. Instead of truncating the Taylor series expansion of the forward operator to first-order accuracy, our methodology accounts for the linearization error as a multivariate random variable and uses stochastic simulation to obtain its statistical information.

Key concepts: Electrical impedance tomography, Linearization, Regularization (linguistics), Electrical impedance, Taylor series, Computer science, Algorithm, Applied mathematics

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