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Subsequently the equation is tested with data reported in the literature.
The proposed equation is tested with experimental data generated in a uniform diameter rectangular loop and is found to be in good agreement.
The tooth load of the bit, which is linked to the bit dynamic equation, is tested using a full-scale drilling test bench for different weight on bit (WOB) and rock.
A recursive algorithm for computing the direct scattering transform (DST) of a discrete space or time series whose dynamics is described approximately by the infinite-line Korteweg-de Vries (KdV) equation is tested for numerical accuracy by considering several example problems for which the exact DST spectrum is known.
Similar to the VAR model, spillover effects of volatility from one market to another market are measured in the BEKK model over the off-diagonal elements of A and G. Transmission in the conditional mean equation is tested via the off-diagonal elements ϕ ij,l of the parameter matrices Φ l, l = 1 … p.
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A NURBS-based variational formulation for the Cahn Hilliard equation was tested on two- and three-dimensional problems.
Then this equation was tested with sample data from each of these stations.
Under these conditions, the Avrami-Eurofe'ev equation was tested and confirmed (n = 2) for the kinetics of the thermal dehydration process.
Suggested equation was tested by using literature experimental data considering that −N2/N1 depends on die exit shear rate, temperature and utilized constitutive model parameters for given polymer melt.
The population-balance equation was tested for its validity by applying it to two special cases: constant collision-rate function and orthokinetic aggregation of monosized particles.
The modified equation was tested with experimental data for a binary helium-nitrogen system in macroporous α-alumina and microporous γ-alumina.
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