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Numerical simulation of solid-liquid food mixture in a high pressure processing unit using computational fluid dynamics

机译:基于计算流体力学的高压处理单元中固液混合料的数值模拟

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Temperature distribution, velocity and pressure profiles during high pressure compression (500 MPa) of liquid food (water) and solid-liquid food mixture (beef fat and water), within a three dimensional cylinder basket is simulated. The computations domain in both cases was performed for a cylinder with a diameter of 38 mm and height of 290 mm, which are the same dimensions of the high pressure unit "FOOD-LAB model S-FL-850-9-W" available at the University of Auckland, New Zealand. The governing equations for continuity, momentum and energy conservation are solved using a commercial computational fluid dynamics (CFD) package (PHOENICS), version 3.5, which is based on a finite volume method of solution. The simulation for liquid food only shows the effect of forced and free convection flow on the temperature distribution in the liquid at the early stages of compression. This is due to the difference between the velocity of the pumping fluid as it enters the cylinder inlet hole (10~(-2)-10~(-3)) m s~(-1) and the velocity in the treatment chamber (10~(-8)-10~(-9)) m s~(-1). The simulation for the solid-liquid mixture shows as well, the temperature distribution in the solid and liquid at different stages of compression. It shows that the solid pieces are more heated than the liquid, which is due to the difference in their compression heating coefficient. Validation of the computed temperature in both cases is found to be in an agreement with those measured experimentally and reported in the literature.
机译:在三维圆柱篮中,对液态食品(水)和固液混合物(牛肉脂肪和水)进行高压压缩(500 MPa)期间的温度分布,速度和压力分布进行了模拟。两种情况下的计算域都是针对直径为38 mm,高度为290 mm的圆柱体执行的,这与高压单元“ FOOD-LAB S-FL-850-9-W”的尺寸相同。新西兰奥克兰大学。连续性,动量和能量守恒的控制方程式是使用3.5版本的商业计算流体动力学(CFD)软件包(PHOENICS)求解的,该软件包基于有限体积的求解方法。对液态食物的模拟仅显示了在压缩初期,强制对流和自由对流对液体中温度分布的影响。这是由于泵送流体进入气缸进气孔的速度(10〜(-2)-10〜(-3))ms〜(-1)与处理室中的速度(10 〜(-8)-10〜(-9))ms〜(-1)。固液混合物的模拟也显示了在压缩的不同阶段,固体和液体中的温度分布。结果表明,由于压缩热系数不同,固体块比液体受到的加热更大。两种情况下计算温度的验证与实验测量的结果一致,并在文献中有所报道。

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