Influence of a Pair of Unequal Rotational Fluxes On Entrained Gaseous Filament

Santosh Kumar Panda, B. Rana
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Abstract

Efforts are made to elucidate a comprehensive analysis of entrainment dynamics triggered by a couple of unequal rotational fluxes within a viscous pool. Cylindrical rollers are employed to establish the rotational field. The top drum is equally submerged in both phases and also it provides a constant rotational inertia. Concomitantly, the bottom roller is completely submerged in the viscous bath, and it provides an unequal rotational strength in reference to top roller. The average rotational strength of both rollers is measured using average Capillary number (Ca)avg. The entrainment phenomenon is strongly influenced by both Caavg and gap between the rollers (W/D). Characterization of entrained filament is elucidated by predicting the horizontal distance (L*), radial distance (r*), temporal vertical displacement (Y*), maximum vertical displacement (Ymax*), width (H*), and location of V-shaped diversion (∅s*). Characterization of liquid tip is performed by measuring the travel rate (Y*) along periphery of drum from receding to advancing junction. Air mass ejection from filament tip is analysed by estimating the 1st bubble ejection time (t1st*), volume of accumulated of ejected gaseous masses (v*), and ejection frequency (f). Furthermore, the effect of gravitational pull (specified by Archimedes number, Ar) and viscous drag (measured by Morton number, Mo) on the pattern of entrained air filament is described. Lastly, an analytical framework is established to determine the width of the V-junction by balancing the important influencing forces, which are strongly affecting the filament. Analytical observations show a satisfactory agreement with numerical findings.
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一对不相等的旋转通量对夹带气态纤维的影响
本研究致力于全面分析粘性水池中两个不相等的旋转通量所引发的夹带动力学。圆柱滚筒用于建立旋转场。顶部滚筒同样浸没在两相中,并提供恒定的转动惯量。与此同时,底部滚筒完全浸没在粘液池中,与顶部滚筒相比,底部滚筒的旋转强度不等。两个辊子的平均旋转强度用平均毛细管数 (Ca)avg 来测量,夹带现象受 Caavg 和辊子间隙 (W/D) 的影响很大。通过预测水平距离 (L*)、径向距离 (r*)、时间垂直位移 (Y*)、最大垂直位移 (Ymax*)、宽度 (H*) 和 V 形分流位置 (∅s*),阐明了夹带细丝的特征。通过测量滚筒外围从后退交界处到前进交界处的移动速度 (Y*),可以确定液丝尖端的特征。通过估算第一个气泡喷射时间 (t1st*)、喷射气态物质的累积体积 (v*) 和喷射频率 (f),分析了从丝尖喷射出的气态物质。此外,还描述了引力(以阿基米德数 Ar 表示)和粘性阻力(以莫顿数 Mo 表示)对夹带气丝形态的影响。最后,建立了一个分析框架,通过平衡对气丝有强烈影响的重要影响力来确定 V 形交界处的宽度。分析观测结果与数值研究结果的一致性令人满意。
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