Simplified and Accurate Mathematical Model for the Analysis of Heat and Moisture Transfer From Food Commodities
- 1 May 1998
- journal article
- Published by ASME International in Journal of Heat Transfer
- Vol. 120 (2) , 530-533
- https://doi.org/10.1115/1.2824285
Abstract
The present paper deals with a simple and accurate mathematical model for making reliable heat and mass transfer analyses from high-water–content solids when exposed to a cold air stream. Such physical situations are encountered in the refrigeration industry during air blast cooling of food commodities. The concept of enthalpy potential has been used to develop a simple linear surface boundary condition equation. This equation accounts for the cooling effect due to sensible convective heat transfer as well as the latent cooling effect due to produce desiccation. Investigations on ten fresh samples each of ripe tomato and cucumber established that there is a good agreement between the computed temperatures from the proposed model and the experimentally measured values.Keywords
This publication has 7 references indexed in Scilit:
- Transient temperature distributions within spherical products with internal heat generation and transpiration: experimental and analytical resultsInternational Journal of Heat and Mass Transfer, 1993
- An exact heat transfer analysis of spherical products subjected to forced-air coolingInternational Journal of Energy Research, 1993
- Heat transfer characteristics during air precooling of strawberriesInternational Journal of Refrigeration, 1989
- An Empirical Method of Measuring Thermal Diffusivity and Surface Film ConductanceTransactions of the ASAE, 1986
- Heat and mass transfer analysis in air-cooling of spherical food productsInternational Journal of Refrigeration, 1984
- Heat Transfer and Moisture Loss of Spherical Fresh ProduceJournal of Food Science, 1982
- OPERATIONS ON APPROXIMATE QUANTITIESPublished by Elsevier ,1965