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On the numerical solution of the inverse elastography problem for time-harmonic excitation
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Advisor(s)
Abstract(s)
In this paper we address the numerical solution of the inverse elastography problem, from the knowledge of
the excitation field on the boundary and the displacement field in a grid of points within the domain. We
suggest using a representation of the solution by the method of fundamental solutions and using a Newtontype
method to iteratively approximate the Lam´e coefficients of the medium from elastography displacement
measurements. We consider a toy model to illustrate the performance of the method.
Description
Keywords
Numerical methods Method of fundamental solutions Elastography Optical coherence elastography