A model is formulated to describe the drying process of a consolidated finite slab of wet porous material by forced convection of hot, dry air past the exposed surface of a slab. The model is very comprehensive and describes the evolution of temperature, pressure and moisture distributions in both the wet and dry regions. The distinct advantage of the model is that the coefficients are constructed from wellknown experimental results. The model is illustrated by application to the drying of wet brick. The system of three non-linear coupled partial differential equations describing the physical process, is solved numerically using finite difference techniques
Luikov’s theory of heat and mass transfer provides a framework to model drying porous materials. Cou...
This work aims to study the drying of clay ceramic materials with arbitrary shapes theoretically. Ad...
The modelling and numerical simulation of the drying process in porous media are discussed in this w...
A numerical study is carried out to investigate the influence of multistage drying regimes on the dr...
Moisture storage and the associated heat and moisture transport in buildings have a large impact on ...
Accurate modelling of coupled heat and moisture transport problems in capillary porous materials and...
Mathematical modeling has been the primary approach for a detailed analysis of the porous material d...
The modeling and numerical simulation of drying in porous media is discussed in this work by revisit...
The convective drying kinetics of porous medium was investigated numerically. A mathematical model f...
permits unrestricted use, distribution, and reproduction in any medium, provided the original work i...
The paper presents the initial approach to mathematical and numerical modelling and optimization of ...
High intensity drying is used to characterize those situations for which the drying medium is suffic...
Commonly based on the liquid diffusion theory, drying theoretical studies in porous materials has be...
Mass transfer in clay slabs during drying is described using diffusion models with equilibrium (mode...
A three dimensional model to predict the hydro-mechanical state of unsaturated and deformable materi...
Luikov’s theory of heat and mass transfer provides a framework to model drying porous materials. Cou...
This work aims to study the drying of clay ceramic materials with arbitrary shapes theoretically. Ad...
The modelling and numerical simulation of the drying process in porous media are discussed in this w...
A numerical study is carried out to investigate the influence of multistage drying regimes on the dr...
Moisture storage and the associated heat and moisture transport in buildings have a large impact on ...
Accurate modelling of coupled heat and moisture transport problems in capillary porous materials and...
Mathematical modeling has been the primary approach for a detailed analysis of the porous material d...
The modeling and numerical simulation of drying in porous media is discussed in this work by revisit...
The convective drying kinetics of porous medium was investigated numerically. A mathematical model f...
permits unrestricted use, distribution, and reproduction in any medium, provided the original work i...
The paper presents the initial approach to mathematical and numerical modelling and optimization of ...
High intensity drying is used to characterize those situations for which the drying medium is suffic...
Commonly based on the liquid diffusion theory, drying theoretical studies in porous materials has be...
Mass transfer in clay slabs during drying is described using diffusion models with equilibrium (mode...
A three dimensional model to predict the hydro-mechanical state of unsaturated and deformable materi...
Luikov’s theory of heat and mass transfer provides a framework to model drying porous materials. Cou...
This work aims to study the drying of clay ceramic materials with arbitrary shapes theoretically. Ad...
The modelling and numerical simulation of the drying process in porous media are discussed in this w...