首页> 外文期刊>Chemical Engineering Science >TRANSPORT PHENOMENA IN MULTI PARTICLE SYSTEMS .2. PROPOSED NEW MODEL BASED ON FLOW AROUND SUBMERGED OBJECTS FOR SPHERE AND FIBER BEDS - TRANSITION BETWEEN THE CAPILLARY AND PARTICULATE REPRESENTATIONS
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TRANSPORT PHENOMENA IN MULTI PARTICLE SYSTEMS .2. PROPOSED NEW MODEL BASED ON FLOW AROUND SUBMERGED OBJECTS FOR SPHERE AND FIBER BEDS - TRANSITION BETWEEN THE CAPILLARY AND PARTICULATE REPRESENTATIONS

机译:多粒子系统中的运输现象.2。拟议中的基于球形物体和纤维床的水下物体流动的新模型-毛细管和颗粒表示之间的转换

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In a previous work (Mauret and Renaud, Chern. Engng Sci. 52, 1807-1817), we investigated the limits of applicability of a capillary model based on conduit flow. For the range of non-applicability of the capillary approach, we develop here a model based on flow around submerged objects. From the definition of the drag force related to a consistent expression for the drag coefficient of a particle (sphere or cylinder), the model describes pressure drops in high voidage beds composed of spheres and fibers, both for the linear and non-linear laminar flow regimes. Moreover, this particulate model is based on a novel definition of tortuosity which corresponds to a velocity ratio, whereas capillary tortuosity is viewed as a path length ratio. Particulate tortuosity is a decreasing function of porosity and Reynolds number, as it integrates disturbances in the flow field generated by particles. The theoretical study of the transition between the capillary and particulate models validates the observations made by analyzing experimental data. The particulate model may be useful in many fields of chemical engineering, particularly for describing pressure drops through filtering media and phases of pulp preparation and papermaking. (C) 1997 Elsevier Science Ltd. [References: 23]
机译:在以前的工作中(Mauret和Renaud,Chern.Engng Sci.52,1807-1817),我们研究了基于导管流量的毛细管模型的适用范围。对于毛细管方法的不适用范围,我们在此基于淹没物体周围的流动开发一个模型。根据与颗粒(球体或圆柱体)的阻力系数的一致表达式相关的阻力定义,该模型描述了由线性层流和非线性层流组成的由球形和纤维组成的高空隙率床中的压降政权。此外,该微粒模型基于曲率的新颖定义,该曲率对应于速度比,而毛细管曲率被视为路径长度比。颗粒曲折度是孔隙度和雷诺数的递减函数,因为它整合了颗粒产生的流场中的扰动。毛细管模型和颗粒模型之间过渡的理论研究通过分析实验数据验证了观察结果。颗粒模型在化学工程的许多领域中可能有用,特别是用于描述通过过滤介质以及纸浆制备和造纸阶段的压降。 (C)1997 Elsevier Science Ltd. [参考:23]

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