The second [ 10] assessed the fit of competing dimensional models, including one with response bias, but did not examine the effects of scoring method.
The results are illustrated by application to a one-dimensional model, including convection and reaction.
By using a two-dimensional model including a simple cloud microphysics scheme, Imamura and Hashimoto15 suggested that the clouds might become thick with latitude by the cloud material transport associated with the MMC.
With this aim, a 1-dimensional model, including energy spread and Microwave Instability (MI) effects, has been implemented in a numerical code.
A finite-dimensional model, including couplings of axial and transverse vibrations, and of elastic deformations and rigid motions, is obtained by the finite element method.
In order to evaluate their impacts on the heat and mass transfer distributions, a two-dimensional model including the momentum, heat and mass transport equations is solved by CFD code.
The experimental results are both qualitatively and quantitatively compared with the results of a simulation of the two-phase quasi-one-dimensional model including axial heat and mass transport in the gaseous and catalyst phase.
Provided a calibration of some empirical constants, an unsteady two-dimensional model including one-step chemical reaction is shown to quantitatively reproduce the FREI regime all along the range of flow rates investigated by the experimental studies.
This method sets up a three-dimensional model, including the foundation soil, immersed tube tunnel, and soft joints, but there are disadvantages such as a larger workload and poor adaptability of the super-long immersed tube tunnels [77, 78].
