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The three-dimensional finite element method with an AWE and a design sensitivity method was used for a material inversion scheme of piezoelectric transducers.
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Note that our inversion scheme is iterative.
A 2D inversion scheme was developed and tested.
This study presents an novel Bayesian inversion scheme for high-dimensional undetermined TDR waveform inversion.
The 3-D inversion uses an Occam's style inversion scheme (Constable et al. 1987).
This inversion scheme is called two-and-a-half dimensional (2.5D) inversion (see e.g., Hinze et al. 2013, p. 177).
This paper also describes the applicability of the generalized inversion scheme to seismic zoning.
We use a Bayesian inversion scheme (the Metropolis–Hastings algorithm) that eschews both assumptions.
An inversion scheme was developed to obtain discrete size distributions from cumulative mobility distributions.
The introduced 3-D Gauss Newton inversion scheme exploits information given by a state-of-the-art (laterally constrained) 1-D inversion.
A numerical inversion scheme of Crump's method is adopted to obtain time-domain solution.
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