Sentence examples for models for wet from inspiring English sources

Although the main focus in this study is to develop a CFD DEM coupling and the capillary force models for wet granulation, some simulation results are also presented to see the droplet behaviour often encountered in a wet granulation process, i.e. the droplet penetration into a static particle bed as well as the droplet impingement onto a dynamic particle bed.

In contrast to earlier models for wet FGD plants, the inclusion of population balance equations for the limestone particles enabled a quantitative description of the influence of HCl absorption on essential process parameters such as the degree of desulphurisation and the residual limestone level of the gypsum produced.

To determine EAGB per tree, Chave et al.'s [25] allometric models for wet and moist forests were applied.

Models for wet and for dry season were developed.

To determine EAGB per tree, Chave et al.'s [ 25] allometric models for wet and moist forests were applied.

A model for wet aggregation of ash particles in volcanic plumes and clouds: 1. Theoretical formulation.

A new multidimensional model for wet granulation is presented, which includes particle coalescence, compaction, reaction, penetration, and breakage.

A detailed numerical study of a stochastic particle algorithm for the solution of a five-dimensional population balance model for wet granulation is presented.

In this paper, a concise model for wet limestone gypsum flue gas desulfurization system with spray tower has been presented, aiming at the prediction of the absorption height in a spray tower.

The scenario was designed by identifying waste management options, including waste quantity/quality; the separation system; the treatment technology model for wet or dry methane fermentation; incineration; a combined system that involves superheating with exchanging heat between the incineration plant and fermenter; and use of refuse paper and plastic fuel (RPF).

These differences were accounted for by using the Saastamoinen model for wet delays (Saastamoinen 1973).