Atomized Suspension Drying and Processing

Gauvin, W. H.

doi:10.1080/07373938308916780

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Quasi-one Dimensional Models1

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1992

2022

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Cited by 2 publications

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“…Miura et al (19) equation used this method for a pneumatic nozzle, equations are integrated using Ranz -Marshall equation and Miura et al equations. Gauvin and Costin (20) made some improvement in the model of Katta and Gauvin.They calculated tangential velocity of air.…”

Section: Quasi-one Dimensional Modelsmentioning

confidence: 99%

Mathematical model for spray drying process

Aeda Rahim Nagi

2022

JWSM

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Mathematical model for co-current spray dryer is developed . The model is axisymmetric dimensional model and two way coupling .It includes the mass, momentum, and heat transfer for a single drying droplet as well as for drying medium . The system used is water-air. The model used a system of equations to compute the axial and radial distribution of droplet diameter, its velocity , temperature and rate of evaporation , and air temperature , humidity and velocity in spray drying chamber . The model includes a system of non linear first order differential equations as a function of the axial distance of the spray drying chamber . The results obtained from the model are shown to be in agreement with experimental results.

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Section: Quasi-one Dimensional Modelsmentioning

confidence: 99%