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Modeling of Solid-Bowl Batch Centrifugation of Flocculated Suspensions

机译:絮凝悬浮液的固体碗批量离心建模

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Solid-bowl batch centrifuges are used to thicken paniculate and flocculated suspensions in many varied applications.The volume fraction dependent material parameters of compressive yield stress and hindered settling function are used to describe the solid-liquid separation of a two-phase system caused by centrifugal acceleration.The solution of the transient conservation of momentum and mass equations in radial coordinates gives the volume fraction distribution as a function of time for the two cases of the initial suspension networked or un-networked.Analytical solutions are given for the equilibrium distribution and the small-scale time dependence.The governing equations for the transient behaviors are solved using a 4th-5th order Runge-Kutta adaptive step-size numerical method.The results show three zones of behavior: a consolidating bed,a sedimentation zone,and a clear-liquor zone.The volume fraction within the sedimentation zone is constant for the initially networked case,and constant with radius but diminishing with time for the initially un-networked case.
机译:固态碗批式离心机在许多不同的应用中用于使颗粒状和絮凝的悬浮液增稠。压缩屈服应力和受阻沉降函数的体积分数相关材料参数用于描述由离心引起的两相系统的固液分离径向坐标系中动量和质量方程的瞬态守恒方程的解给出了两种情况下初始悬架网络或非网络悬架的体积分数分布随时间的变化。使用四阶到五阶Runge-Kutta自适应步长数值方法求解瞬态行为的控制方程。结果显示了三个行为区域:固结床,沉降区和清晰的区域。 -液区。对于最初联网的情况,沉降区内的体积分数是恒定的,反之对于最初未联网的情况,其半径保持不变,但随着时间而减小。

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