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A parallel numerical framework is presented for modelling the dissolution of a carbonate rock at the pore scale.
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For the first time, the crackling core model (CCM) was applied to model the dissolution kinetics of heat activated lizardite in acidic solutions.
The model is applicable to both strong and weak electrolytes and is successfully used to model the dissolution of benzoic acid in sodium hydroxide.
The theoretical analysis lays its basis on modeling the dissolution process of a single bubble comprising two components of different solubility.
The goal of this work is to find an estimation of the effective activation energy and to model the dissolution rate of hardening precipitate in aluminium alloys using neural networks, avoiding the use of look-up tables.
This new approach in the correlation between particle size and dissolution may be an important analytical tool in the engineering of the particle size distribution of drug substance, and more precisely monitoring the D[4, 3] volume-weighted mean diameter may allow one to model the dissolution profile of a suspension formulation and thereby its in vivo release profile.
Jin and Firoozabadi (2016) adopted the solid-solution model for wax and asphaltene precipitation (Pan and Firoozabadi 1997; Won 1986) to model the gas dissolution in kerogen.
The terms on the right-hand side of these equations model the dissolution of solid coffee in these two regions.
Prior to running a regression (i.e., inverse modeling), the dissolution model was coupled with the inverse modeling algorithm UCODE (Poeter and Hill 1998) (Phase 2) to evaluate the parameters' sensitivities.
We apply the model to simulate the dissolution and precipitation processes of rock matrix in heterogeneous porous media to quantify (1) the effect of the reaction rate on dissolution and matrix porosity, (2) the effect of microporous matrix diffusion on the overall effective diffusion and (3) the effect of heterogeneity on hydraulic conductivity.
In this work, coffee extraction from a coffee bed is modelled using a double porosity model, including the dissolution and transport of coffee.
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