Sentence examples for a numerical inversion is used to from inspiring English sources

A numerical inversion is used to convert measured apparent resistivity distributed along a pseudosection to electrical resistivity values displayed as a function of depth below surface.

The Laplace transform and the numerical inversion are used to obtain the solution in time domain.

Numerical Laplace inversion is used to transform back the solution in the time domain because analytical inversion cannot be obtained.

Subsequently, the Durbin method for one-sided Laplace transform inversion and the extended Durbin method for two-sided Laplace transform inversion were used to implement the numerical inversions.

A numerical Laplace inversion procedure based on a Fourier series expansion is used to determine the effect of different boundary conditions on the axial dispersion model.

When a nonlinear inversion via the numerical interpolation technique is established, a composite control framework is used to ensure the good output regulation.

Finally, the numerical inversion of the Laplace transform is used to obtain the actual physical quantities in the time domain.

A variety of numerical measures are used to summarize data.

Numerical methods can be used to analyse either design.

This will be used to assess the numerical size.

Numerical inversion (Wesson and Boyd 2007; Yoshida et al. 2012; Yang et al. 2013) or forward modeling (e.g., Yoshida et al. 2014, 2015) can then be used to determine the background differential stress.