Data-based mechanistic modeling approach for predicting thermal response of conductive food during heating processes
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References
Ansorena, M.R., Di Scala, K.C., 2009. Predicting Thermal Response of Conductive Foods during Start-up of Process Equipment Using Transfer Function. Journal of Food Process Engineering. 33: 168–181.
Ansorena, M.R., del Valle, C.E., Salvadori, V.O., 2010. Application of Transfer Functions to Canned Tuna Fish Thermal Processing. Food Science and Technology International. 16(1): 43–51.
Chen, C.R., Ramaswamy, H.S., 2004. Multiple Ramp Variable Retort Temperature Control for Optimal Thermal Processing. Food and Bioproducts Processing. 82: 78-88.
Glavina, M.Y., Di Scala, K.C., Ansorena, R., del Valle, C.E., 2006. Estimation of thermal diffusivity of foods using transfer functions. LWT- Food Science & Technology. 39: 455-459.
Hosahalli, S.R., Singh, R.P., 1997. Chapter 2: Sterilization Process Engineering in Handbook of Food Engineering Practice. CRC Press.
Stoforos, N.G., 2010. Thermal Process Calculations through Ball’s Original Formula Method: A Critical Presentation of the Method and Simplification of its Use through Regression Equations. Food Engineering Reviews. 2: 1–16.
Young, P.C. 1981. Parameter estimation for continuous-time models—a survey. Automatica. 17: 23–39.
Young, P.C., 1984. Recursive Estimation and Time-Series Analysis. Springer-Verslag, Berlin, Germany.
Young, P.C., 2002. Data-based mechanistic and top-down modelling. Proceedings of the First Biennial Meeting of the International Environmental Modelling and Software Society, iEMSs, Manno, Switzerland, ISBN:88-900787-0-7.
Young, P.C., Garnier, H., 2006. Identification and estimation of continuous-time, data-based mechanistic models for environmental systems. Environmental Modelling & Software 21: 1055–1072.