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Sedimentation and Compaction of Calcium Carbonate Aggregating Suspensions : Scaling Analysis of the Equilibrium

机译:碳酸钙聚集悬浮物的沉降和压实:平衡的结垢分析

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Aggregating suspensions generally separate into a clear supernatant and a voluminous gelled sediment. The suspension remains homogeneous (i. e. a gel stable under gravity forms) only when the volume fraction of particles exceeds a given value Phi**. The present study is devoted to the determination of Phi**. A simplified model describing the gel equilibrium has been developed and its validity is checked comparing its predictions to systematic measurements of the sediment volume performed on calcium carbonate suspensions. Applying this model to the prediction of Phi**, we show that Phi** is not a characteristic of the physico-chemical system but depends on the height of the sample, its aspect ratio and friction between the gel and the side wall. For large (respectively small) aspect ratios, we find that Phi** is a power law function of the width (respectively the height) of the sample involving an exponent 1/(K - 1) which is related to the dependence of the yield stress on the volume fraction of the suspension.
机译:聚集的悬浮液通常分离成澄清的上清液和大量的凝胶状沉淀物。仅当颗粒的体积分数超过给定值Phi **时,悬浮液才保持均质(即在重力作用下稳定的凝胶)。本研究致力于测定Phi **。已经开发出描述凝胶平衡的简化模型,并将其预测与对碳酸钙悬浮液进行的沉积物体积的系统测量相比较,从而检验了其有效性。将该模型应用于预测Phi **,我们证明Phi **不是物理化学系统的特征,而是取决于样品的高度,纵横比以及凝胶与侧壁之间的摩擦力。对于较大(分别较小)的宽高比,我们发现Phi **是样品宽度(分别是高度)的幂律函数,涉及指数1 /(K-1),该指数与产量的依赖性有关对悬浮液体积分数的应力。

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