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Abstract #2066

Local Integral EPT - the alter ego of Helmholtz EPT

Luca Zilberti1, Alessandro Arduino1, Umberto Zanovello1, and Oriano Bottauscio1
1INRIM, Torino, Italy


A local-integral solution of the Electric Properties Tomography (EPT) problem is proposed. The method exploits a trick to consider the Helmholtz equation that regulates EPT as a Poisson equation. Then, it inverts the equation under the local homogeneity assumption, using Green's theorem. The approach turns out to be equivalent to the traditional Helmholtz-EPT.

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