Two-Fluid Large-Eddy Simulation of Two-Phase Flow in Air-Sparged Hydrocyclone

IF 1.8 Q3 MECHANICS Fluids Pub Date : 2023-04-25 DOI:10.3390/fluids8050139
Mustafa Bukhari, Hassan Fayed, Saad Ragab
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Abstract

The two-fluid (Euler–Euler) model and large-eddy simulation are used to compute the turbulent two-phase flow of air and water in a cyclonic flotation device known as an Air-Sparged Hydrocyclone (ASH). In the operation of ASH, air is injected through a porous cylindrical wall. The study considers a 48 mm diameter hydrocyclone and uses a block-structured fine mesh of 10.5 million hexagonal elements. The air-to-water injection ratio is 4, and a uniform air bubble diameter of 0.5 mm is specified. The flow field in ASH was investigated for the inlet flow rate of water of 30.6 L/min at different values of underflow exit pressure. The current simulations quantify the effects of the underflow exit pressure on the split ratio and the overall flow physics in ASH, including the distribution of the air volume fraction, water axial velocity, tangential velocity, and swirling-layer thickness. The loci of zero-axial velocity surfaces were determined for different exit pressures. The water split ratio through the overflow opening varies with underflow exit pressure as 6%, 8%, 16%, and 26% for 3, 4, 5, and 6 kPa, respectively. These results indicate that regulating the pressure at the underflow exit can be used to optimize the ASH’s performance. Turbulent energy spectra in different regions of the hydrocyclone were analyzed. Small-scale turbulence spectra at near-wall points exhibit f−4 law, where f is frequency. Whereas for points at the air-column interface, the energy spectra show an inertial subrange f−5/3 followed by a dissipative range of f−7 law.
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充气水力旋流器两相流的双流体大涡模拟
采用双流体(欧拉-欧拉)模型和大涡模拟计算了气相水力旋流器(ASH)内空气和水的两相湍流。在ASH操作中,空气通过多孔圆柱壁注入。该研究考虑了直径48毫米的水力旋流器,并使用了由1050万个六边形单元组成的块结构细网格。注气比为4,规定均匀气泡直径为0.5 mm。以进气流速为30.6 L/min时,在不同底流出口压力值下,研究了ASH内的流场。目前的模拟量化了底流出口压力对ASH中劈裂比和整体流动物理的影响,包括空气体积分数、水轴向速度、切向速度和旋流层厚度的分布。在不同的出口压力下,确定了零轴速度面轨迹。在3、4、5、6 kPa条件下,溢流出口压力分别为6%、8%、16%、26%时,溢流口水分流率变化。结果表明,通过调节底流出口压力可以优化粉煤灰的性能。分析了旋流器不同区域的湍流能谱。近壁点的小尺度湍流谱表现为f−4规律,其中f为频率。而对于气柱界面处的点,能谱表现为惯性子范围f−5/3,耗散范围f−7定律。
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来源期刊
Fluids
Fluids Engineering-Mechanical Engineering
CiteScore
3.40
自引率
10.50%
发文量
326
审稿时长
12 weeks
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