In this study, a theoretical analysis of a heating and cooling cycle during sterilization of a three-dimensional pouch filled with carrot-orange soup was presented and analysed. Transient temperature, the shape of the slowest heating zone (SHZ) during heating and the slowest cooling zone (SCZ) during cooling were presented and studied. The simulation covered the whole heating and cooling cycles of 3600s and 1200s durations, respectively. The computational fluid dynamics (CFD) code PHOENICS was used for this purpose. Saturated steam at 121°C and water at 20°C were assumed to be the heating and cooling media, respectively. The partial differential equations describing the conservation of mass, momentum, and energy were solved numerically using the finite volume method. The liquid food used in the simulation has a temperature-dependent viscosity and density. At the end of heating, the SHZ was found to have settled into a region within 30–40 per cent of the pouch height above the bottom and at a distance approximately 20–30 per cent of the pouch length from its deepest end. In the cooling cycle, the slowest cooling zone (SCZ) was found to develop in the core of the pouch and gradually migrate toward the widest end. The vertical location of this slowest cooling zone was about 60–70 per cent of the pouch height. Experimental validation has been performed by measuring the temperature distribution in the pouch during heating and cooling, using thermocouples fixed at different locations. The predicted results were in good agreement with those obtained from the experiments.
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