Abstract
In this chapter, sterilization of canned liquid food in a two-dimensional (2-D) can sitting in an upright position and a three-dimensional (3-D) can lying horizontally were analyzed using computational fluid dynamics (CFD). In all the simulations, saturated steam at 121°C was assumed as the heating medium, except in Section 5.4 where the effect of sterilization temperature was studied. The different liquid foods studied were assumed to have a constant specific heat, thermal conductivity, and volume expansion coefficient, while the viscosity was taken as a function of temperature. Density variations were governed by the Boussinesq approximation (a commonly used assumption for buoyancy problems whereby the density variations are not explicitly modeled, but their effect is represented by a buoyancy force, which is proportion to the temperature variation). The CFD code PHOENICS was used, which is based on the finite volume method (FVM) of solution, as developed by Patankar and Spalding (1972). The results of the simulations were presented in the form of transient temperature, velocity, bacteria, and vitamin concentration profiles. The shape of the slowest heating zone (SHZ) during natural convection heating of canned liquid foods was also simulated and studied in all cases.
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REFERENCES
Adrian, B. (1993). Heat transfer (pp. 339–340). New York: John Wiley & Sons.
Akterian, S.G. (1994). Numerical simulation of unsteady heat conduction in arbitrary shaped canned foods during sterilization processes. Journal of Food Engineering, 21, 343–354.
Beck, J.L. (1972). Convection in a box of porous material saturated with fluid. The Physics of Fluids, 15, 1377.
Berry, M.R., Savage, R.A., & Pflug, I.J. (1979). Heating characteristics of cream-style corn processed in a steritort: effects of headspace reel speed and consistency. Journal of Food Science, 44, 831–835.
Bird, R.B., Stewart, W.E., & Lightfoot, E.N. (1976). Transport phenomena. New York: John Wiley & Sons.
Cox, P.W., & Fryer, P.J. (2001). Food process analysis and modelling using novel flow and thermal history indicators. Sixth World Congress of Chemical Engineering, 23–27 September 2001, Melbourne, Australia.
Datta, A.K., & Teixeira, A.A. (1988). Numerically predicted transient temperature and velocity profiles during natural convection heating of canned liquid foods. Journal of Food Science, 53(1), 191–195.
Datta, A.K., & Teixeira, A.A. (1987). Numerical modeling of natural convection heating in canned liquid foods (Report No. 86-6516). St. Joseph, MI: Transaction of American Society of Agricultural Engineers.
Davis, A.M.J., & James, D.F. (1996). Slow flow through a model of fibrous porous medium. International Journal of Multiphase Flow, 22, 969.
Ghani, A.G., Farid, M.M., Chen, X.D., & Richards, P. (1999). Heat transfer and biochemical changes in liquid food during sterilization using computational fluid dynamics (CFD). CHEMICA 99 Conference, 26–29 September 1999, Newcastle, Australia.
Ghani, A.G., Farid, M.M., Chen, X. D., & Richards, P. (1999a). Numerical simulation of natural convection heating of canned food by computational fluid dynamics. Journal of Food Engineering, 41(1), 55.
Ghani, A.G., Farid, M.M., Chen, X.D., & Richards, P. (1999b). An investigation of deactivation of bacteria in canned liquid food during sterilization using computational fluid dynamics (CFD). Journal of Food Engineering, 42, 207.
Ghani, A.G., Farid, M.M., Chen, X.D., & Watson, C. (2000). Numerical simulation of transient two-dimensional profiles of temperature and flow velocity of canned food during sterilization. Eighth International Congress on Engineering and Food (ICEF8), April 2000, Pueblo, Mexico.
Ghani, A.G., Farid, M.M., Chen, X.D., & Richards, P. (2000a). Thermal sterilization of canned food in a 3-D pouch using computational fluid dynamics. Journal of Food Engineering, 48, 147–156.
Ghani, A.G., Farid, M.M., Chen, X.D., & Richards, P. (2001). A computational fluid dynamics study on the effect of sterilization temperatures on bacteria deactivation and vitamin destruction. Journal of Process Mechanical Engineering, 215, Part E, 1–9.
Ghani, A.G., Farid, M.M., & Chen, X.D. (2002a). Numerical simulation of transient temperature and velocity profiles in a horizontal can during sterilization using computational fluid dynamics, Journal of Food Engineering, 51, 77–83.
Ghani, A.G., Farid, M.M., & Chen, X.D. (2002b). Theoretical and experimental investigation of the thermal destruction of Vitamin C in food pouches. Journal of computers and Electronics in Agriculture—special issue on “Applications of CFD in the Agri-food Industry”, 34, 129–143.
Giner, J., Ibarz, A., Garza, S., & Xhian-Quan (1996). Rheology of clarified cherry juices. Journal of Food Engineering, 30, 147–154.
Hayes, G.D. (1987). Food engineering data handbook. New York: John Wiley & Sons.
Hiddink, J. (1975). Natural convection heating of liquids, with reference to sterilization of canned food (Agricultural Research Report No. 839). Wageningen, The Netherlands: Center for Agricultural Publishing and Documentation.
Holman, J.P., & White, P.R.S. (1992). Heat transfer. U.K.: McGraw-Hill International.
Krishnamurthy, H., Ramaswamy, H.S., Sanchez, G., Sablani, S., & Pandey, P.K. (2001). Effect of guar gum concentration, rotation speed, particle concentration, retort temperature, and diameter of rotation on heat transfer rates during end-over-end processing of canned particulate non-Newtonian fluids. Proceedings of the Eighth International Congress on Engineering and Food (ICEF8), Pueblo, Mexico, Volume 1, 665–670, Lancaster, Pennsylvania 17604: Technomic.
Kumar, A., & Bhattacharya, M. (1991). Transient temperature and velocity profiles in a canned non-Newtonian liquid food during sterilization in a still—cook retort. International Journal of Heat and Mass Transfer, 34(4/5), 1083–1096.
Kumar, A., Bhattacharya, M., & Blaylock, J. (1990). Numerical simulation of natural convection heating of canned thick viscous liquid food products. Journal of Food Science, 55(5), 1403–1411.
Luh, B.S., Fienberg, B., Chung, J.I., & Woodroof, J.G. (1986). Freezing fruits in commercial fruit processing (pp. 263–351). Westport, CT: AVI.
Malin, M.R., & Waterson, N.P. (1999). Schemes for convection discretization on Phoenics. The Phoenics Journal, 12(2), 173–201.
Mills, A.F. (1995). Basic heat and mass transfer. Irwin. Upper Saddle River, N.J., Prentice Hall.
Naveh, D., & Kopelman, I.J. (1980). Effect of some processing parameters on the heat transfer coefficients in a rotating autoclave. Journal of Food Processing and Preservation, 4, 67–77.
Naveh, D., Kopelman, I.J., & Pflug, I.J. (1983). The finite element method in thermal processing of foods. Journal of Food Science, 48, 1086.
Nield, D.A., & Bejan, A. (1992). Convection in porous media. New York: Springer-Verlag.
Patankar, S.V., & Spalding, D.B. (1972). A calculation procedure for heat, mass and momentum transfer in three dimensional parabolic flows. International Journal of Heat and Mass Transfer, 15(10), 1787–1806.
Pflug, I.J. (1975). Procedures for carrying out a heat penetration test and analysis of the resulting data. Minneapolis, MN: Environmental Sterilization Lab.
Rahman, R. (1995). Food properties handbook. New York: CRC Press.
Scott G.M., & Richardson P. (1997). The application of computational fluid dynamics in the food industry. Trends in Food Science and Technology, 8, 119–124.
Smout, C., Avila, I., Van Loey, A.M.L., Hendrickx, M.E.G., & Silva, C. (2000). Influence of rotational speed on the statistical variability of heat penetration parameters and on non-uniformity of lethality in retort processing. Journal of Food Engineering, 45, 93–102.
Spalding, D.B. (1972). A novel finite-difference formulation for differential expressions involving both first and second derivatives. International Journal of Numerical Methodology Engineering, 4, 551.
Steffe, J.F., Mohamed, I.O., & Ford, E.W. (1986). Rheological properties of fluid foods: data compilation. In M.R. Okos (Ed.), Physical and Chemical Properties of Foods. St. Joseph, MI: Transaction of American Society of Agricultural Engineers.
Tressler, D.K., Charley, V.L.S., & Luh, B.S. (1980). Cherry, berry and other miscellaneous fruit juices. In P.E. Nelson & D.K. Tressler (Eds.), Fruit and Vegetable Juice Processing Technology (pp. 310–343). Westport, CT: AVI.
Trivesan, O.V., & Bejan, A. (1985). Natural convection with combined heat and mass transfer buoyancy effects in a porous medium. International Journal of Heat and Mass Transfer, 28, 1597.
Tucker, G.S., & Holdsworth, S.D. (1991). Mathematical modeling of sterilization and cooking processes for heat preserved foods-applications of a new heat transfer model. Transaction of Institution of Chemical Engineers, 69(3), 5.
Van Loey, A., Francis, A., Hendrickx, M., Maesmans, G., Noronha, J., & Tobback, P. (1994). Optimizing thermal process for canned white beans in water cascading retorts. Journal of Food Science, 59(4), 828–832.
Zechman, L.G., & Pflug, I.J. (1989). Location of the slowest heating zone for natural convection heating fluids in metal containers. Journal of Food Science, 54, 209–226.
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Al-Baali, A.AG., Farid, M.M. (2006). Thermal Sterilization Of Food In Cans. In: Sterilization Of Food In Retort Pouches. Food Engineering Series. Springer, Boston, MA. https://doi.org/10.1007/0-387-31129-7_5
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DOI: https://doi.org/10.1007/0-387-31129-7_5
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