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Numerical simulation of a secondary clarifier in a sewage treatment plant using modified Bingham model

机译:改进的Bingham模型对污水处理厂二级澄清池的数值模拟

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A numerical scheme for simulation of activated sludge sediment flow in a circular secondary clarifier is developed. The flow and settling processes are simulated, using the k–ε turbulence model on a two-dimensional axisymmetric and orthogonal grid. To incorporate the sedimentation of the activated sludge in the field of gravity, a convection–dispersion equation governing the mass transfer in the clarifier is extended. The computational domain includes the sludge blanket where the viscosity is affected by the rheological behavior of the sludge. The double-exponential equation is used to describe the dependence of the settling velocity on the solids concentration. The compression and consolidation process of the activated sludge is simulated by this equation. The experimental data provided by Weiss et al. show that the rheograms follow the Bingham law at low-shear rates. The modified Bingham model was introduced to overcome the blanket height overestimation problem with the results showing that the local sludge distribution in the clarifier has an excellent agreement with the concentration profile measurements by Weiss et al. (2007) and the sludge viscosity dominates the flow and sedimentation of activated sludge within the sludge blanket.
机译:提出了一种模拟活性污泥沉积物在圆形二级澄清池中流动的数值方案。在二维轴对称和正交网格上使用k–ε湍流模型模拟了流动和沉降过程。为了将活性污泥的沉降纳入重力场,扩展了控制澄清池中传质的对流扩散方程。计算域包括污泥层,其粘度受污泥的流变行为影响。双指数方程用于描述沉降速度对固体浓度的依赖性。该方程模拟了活性污泥的压缩和固结过程。 Weiss等提供的实验数据。表明流变图在低剪切速率下遵循宾厄姆定律。引入改进的Bingham模型来克服毯子高度过高的问题,结果表明,澄清池中的局部污泥分布与Weiss等人的浓度分布测量结果有很好的一致性。 (2007年)和污泥粘度支配着活性污泥在污泥层中的流动和沉降。

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