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首页> 外文期刊>International Journal of Mineral Processing >A compartment model for the mass transfer inside a conventional flotation cell
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A compartment model for the mass transfer inside a conventional flotation cell

机译:常规浮选池内传质的隔室模型

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摘要

A model is developed by taking into account the simultaneous mechanisms of true flotation and entrainment in a conventional flotation cell. The total volume of the cell is divided into three compartments: pulp collection zone, pulp quiescent zone and froth region, with the mechanisms being modeled as occurring at the same time but originating at different places: true flotation from the collection zone and entrainment from the quiescent one. A particle is referred to as suspended in water or attached to an air bubble, depending upon its original state before crossing the pulp-froth interface (whether or not it remains in that state all the way to the concentrate launder). The model is obtained by solving a set of equations describing the mass conservation of solids and water between adjacent compartments. The principal mass transfer factors are identified as: the flotation rate constant, the mean residence time in the collection zone, the froth recovery of attached particles, the degree of entrainment through the froth and the water recovery from the feed to the concentrate. The development presented here allows the intricate nature of the mass transfer in a flotation cell to be reduced to one single equation, overcoming the need of numerical methods for simulation purposes. Moreover, it is shown that reliable prediction of grade and recovery can be obtained without detailed information on the pulp hydrodynamics or on any froth sub-process either than drainage, bubble bursting and bubble coalescence.
机译:通过考虑常规浮选池中真正浮选和夹带的同时机理来开发模型。细胞的总体积分为三个部分:纸浆收集区,纸浆静止区和泡沫区,其机理被模拟为同时发生但起源于不同的地方:来自收集区的真正浮选和来自纸浆的夹带。静态之一。颗粒被称为悬浮在水中或附着在气泡上,这取决于其在穿过果肉-泡沫界面之前的原始状态(是否一直保持这种状态直至浓缩液洗涤)。该模型通过求解一组描述相邻隔室之间的固体和水的质量守恒方程来获得。主要的传质因子确定为:浮选速率常数,在收集区的平均停留时间,附着颗粒的泡沫回收率,通过泡沫的夹带程度以及从进料到精矿的水回收率。此处提出的开发成果可以将浮选池中传质的复杂性质简化为一个方程,从而克服了出于仿真目的使用数值方法的需求。此外,表明无需排浆,气泡破裂和气泡合并等有关纸浆流体动力学或任何泡沫子过程的详细信息,就可以获得可靠的品位和回收率预测。

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