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首页> 外文期刊>Frontiers in Heat and Mass Transfer >PERFORMANCE OF NANOPOROUS FILTRATION MEMBRANE WITH CONICAL PORES: FOR A LIQUID-PARTICLE SEPARATION
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PERFORMANCE OF NANOPOROUS FILTRATION MEMBRANE WITH CONICAL PORES: FOR A LIQUID-PARTICLE SEPARATION

机译:锥形孔纳米滤膜的性能:用于液体-颗粒分离

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An analysis was developed for the flow resistance of the nanoporous filtration membrane with conical pores for a liquid-particle separation, based on the nanoscale flow model. The calculation results show that there exists the optimum cone angle of the conical pore which gives the lowest flow resistance and thus the highest flux of the membrane; This optimum cone angle of the conical pore depends on the radius of the small opening of the conical pore, the passing liquid-pore wall interaction and the membrane thickness. The equations were regressed out for calculating this optimum cone angle respectively for weak, medium and strong liquid-pore wall interactions. For the optimum cone angle of the conical pore, the dimensionless minimum flow resistance of the membrane was calculated and it is only dependent on the radius of the small opening of the conical pore and the passing liquid-pore wall interaction; The corresponding equations were regressed out for calculating the dimensionless minimum flow resistance of the membrane respectively for weak, medium and strong liquid-pore wall interactions.
机译:基于纳米级流动模型,对具有锥形孔的纳米多孔滤膜的流动阻力进行了分析,以进行液体-颗粒分离。计算结果表明,存在锥形孔的最佳锥角,该锥角具有最低的流阻,从而具有最高的膜通量。圆锥孔的最佳锥角取决于圆锥孔小开口的半径,通过的液孔壁相互作用和膜厚度。分别计算出方程,以分别计算弱,中和强液孔壁相互作用的最佳锥角。对于圆锥孔的最佳锥角,计算了膜的无量纲最小流动阻力,它仅取决于圆锥孔小开口的半径和通过的液孔壁相互作用。分别推导了相应的方程,分别针对弱,中和强液孔壁相互作用计算了膜的无量纲最小流阻。

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