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Finally, we apply this analysis to methods that are commonly used in dynamical cores of atmospheric general circulation models, namely semi-Lagrangian and finite-volume methods.
To study the effects of shape of interface between the sediment and the underlying basement rock (SISB) on the characteristics of the BGR-waves, four 2D basin models namely semi-circular (CRBM), rectangular (REBM), triangular (TRBM) and trapezoidal (TPBM) are considered whose SISB are semi-circular, rectangular, triangular and trapezoidal, respectively.
To be able to see the effect of that intervention on the indoor climate (correspondingly on degradation risk of the manuscripts), a new model, namely semi-open model, was created and simulated.
The results from different semi-empirical models, namely Chrastil, Kumar and Johnston, Bartle, Mendez-Santiago and Teja, the Peng Robinson and Soave Redlich Kwong equation of state models are compared to the one estimated by using the proposed neural network model.
In this study, three semi-variogram models, namely, spherical, Gaussian and exponential, stated in Eqs.
Therefore, three theoretical semi-variogram models, namely, spherical, Gaussian and exponential models have been used in this study.
Two types of model bridge abutments, namely semi-elliptical and semi-circular abutments have been used in this experimental study.
Two flow models, namely the well-known axial dispersion model (ADM) and a semi-empirical model (SEM), were used to obtain model descriptions for the RTD of the microchannel.
Applications of the stochastic models, namely data assimilation, are presented.
We extend this paradigm to probabilistic models (namely, 2\half games and, as a special case, MDPs).
The SEM consists of two models, namely the measurement model and structure model [50].
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