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首页> 外文期刊>Innovative Food Science & Emerging Technologies >Using the computational fluid dynamics to analyze the thermal sterilization of solid-liquid food mixture in cans.
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Using the computational fluid dynamics to analyze the thermal sterilization of solid-liquid food mixture in cans.

机译:使用计算流体动力学来分析罐中固液混合食品的热灭菌。

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Flow pattern, temperature distribution and shapes of the slowest heating zone during heating of solid-liquid food mixture (pineapple slices saturated with its moisture) in a cylindrical can of 84 mm diameter and 82 mm height are predicted. The partial differential equations describing the conservation of mass, momentum and energy are solved numerically using commercial computational fluid dynamics (CFD) software (PHOENICS), which is based on a finite volume method of analysis. Saturated steam at 121 degrees C is used as a heating medium, where the metal can is heated from all sides. The model liquid is assumed to have constant properties except for the viscosity (temperature dependent) and density (Boussinesq approximation). Two methods of analysis are adopted in the simulation. In one of the methods, the pineapple slices are assumed permeable to natural convection flow in its pores, while in the second method, the pineapple slices are assumed impermeable. The results of the simulations of both cases are very similar. The simulations show, the action of natural convection on the rate of heating, liquid flow pattern and on the shape and movement of the slowest heating zone (SHZ). The SHZ eventually stays in a region that is about 30-35% of the can height from the bottom..
机译:预测了在直径为84 mm,高度为82 mm的圆柱形罐中加热固液混合物(菠萝片中充满水分)期间的流动方式,温度分布和最慢加热区的形状。使用有限体积分析方法的商业计算流体力学(CFD)软件(PHOENICS)对描述质量,动量和能量守恒的偏微分方程进行数值求解。使用121摄氏度的饱和蒸汽作为加热介质,在此金属罐从各个侧面进行加热。除了粘度(取决于温度)和密度(Boussinesq近似值)外,模型液体还具有恒定的属性。仿真中采用两种分析方法。在一种方法中,菠萝片被认为对其孔中的自然对流是可渗透的,而在第二种方法中,菠萝片被认为是不可渗透的。两种情况的模拟结果非常相似。模拟显示自然对流对加热速率,液体流动方式以及最慢加热区(SHZ)的形状和运动的影响。 SHZ最终停留在距离罐底高度约30-35%的区域。

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