Titlebook: Drying ’85; Ryozo Toei,Arun S. Mujumdar Conference proceedings 1985 Springer-Verlag Berlin Heidelberg 1985 Drying.engine.flow.heat transfe

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Numerical Modeling of the Drying of Porous Materialsd and vapor phases. The difficulties encountered in attempting to solve such problems have led most researchers to simplify their models in one of two ways: either 1) moisture migration is ssumed to proceed only in the liquid phase towards a drying surface where it then evaporates, or 2) evaporation

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Theoretical Prediction of Moisture Transfer by Convective Drying for a Flat Platehe prediction of the moisture content at any point of the flat plate and at any moment of time for periods of constant and falling rates of drying were obtained. From these equations, the total moisture flux, the amount of liquid removed from the plate, and the values of the drying rates during the

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An Analysis of Drying Rate Mechanism in Complex Solidstion of this model is that the capillary flow mechanism controls the liquid motion inside the solid body and evaporation takes place at the surface only. The analytical solution is possible by using Laplace Transformation technique for the simplified boundary conditions. The resultant drying equatio

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Drying of Granular Particles in a Multistage Inclined Fluidized Bed with Mechanical Vibrationatical model for the drying rate of the particles in the multistage IFB is presented from the standpoint of simultaneous heat and mass transfer, with taking the effect of mechanical vibration added vertically into consideration..Steady-state distributions for the temperatures and concentrations of t

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n Kyoto, July 9-12, 1984, under the sponsorship of the Society of Chemi­ cal Engineers, Japan. This book includes full texts of the ten keynote lectures and several papers which were presented in the technical sessions in the 4th IDS. As editors we had the arduous and unpleasant task of selecting pa

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Another Attempt to Answer Our Questionnd experimental studies, and we conclude that the traditional concepts of relative permeability and capillary pressure saturation relations must be modified in order to obtain agreement between theory and experiment.