Conference on Applied Inverse Problems, July 20-24, 2009, Vienna, Austria
Poster Presentation
Andreas Helfrich-Schkarbanenko: Data Transformation Approach in Electrical Impedance Tomography

Thu, 23 July, 2009, 17:15-18:15, Foyer

An elliptic boundary value problem is fundamental for electrical impedance tomography. Since the computational solution of the appropriate nonlinear inverse 3D problem is both time- and memory-expensive, in real applications one often switches to the reconstruction of cross sections, assuming some symmetry on the explored material.

This poster presents a novel approach, which solves a cylindric 3D problem in a very cheap way, by the reduction to a 2D problem. The idea is based on a
transformation of the meassured data sets and the subsequent use of a 2D
reconstruction algorithm. Although the transformation is not exact, the approach provides good results for a class of material property distributions
even for complex valued data, comparable to common approaches. It seems that this data transformation can be applied to a wide class of inverse elliptic
boundary value problems.

Presentation slides (pdf, 413 KB)

< Back | ^ Top


URL: www.ricam.oeaw.ac.at/events/conferences/aip2009/poster/talk.php

This page was made with 100% valid HTML & CSS - Send comments to Webmaster
Today's date and time is 10/23/21 - 02:55 CEST and this file (/events/conferences/aip2009/poster/talk.php) was last modified on 12/20/12 - 17:06 CEST

Impressum