论文标题
稀释悬架极限中载有颗粒平面喷气的线性稳定性分析
Linear stability analysis of particle-laden planar jet in the dilute suspension limit
论文作者
论文摘要
在许多工业应用中,通常可以看到粒子流量,例如工艺行业的流化床,充满磨料加工中的磨料颗粒和化学工业中的粒子李子。在目前的工作中,我们对稀释悬浮液中的粒子平面喷射进行局部分析。 Unladen平行平面喷头已使用普通模式进行了广泛的研究,并显示出具有两个不稳定模式,即弯曲和静脉曲张模式。与静脉曲张模式相比,发现弯曲模式更不稳定。在本研究中,我们研究了颗粒对平面喷射的稳定性的影响。在低stokes数字(ST)(细颗粒)下添加颗粒的增长率高于Unladen Jet的生长速率。在中间的Stokes数量状态中,添加粒子对潮湿和静脉曲张模式都有稳定的影响。有趣的是,对于ST〜10,不稳定的静脉曲张模式被完全抑制。通过增加粒径来增加Stokes数量,潮湿的和静脉曲张的模式都显示出增长率的增加,而增加的密度比对流动的影响稳定。对于非均匀的颗粒载荷,观察到弯曲和静脉曲张模式以外的其他模式。这些模式表明,与弯曲和静脉曲张模式相比,剪切层中颗粒积累增加的颗粒积累增加,其颗粒积累增加了。
Particle laden flows are commonly seen in many industrial applications such as fluidized beds in process industry, air laden with abrasive particles in abrasive machining and particle laden plumes in chemical industries. In the present work, we perform local analysis of a particle laden planar jet in the dilute suspension regime. Unladen parallel planar jets have been extensive studied using normal modes and is shown to have two unstable modes namely sinuous and varicose modes. Sinuous modes are found to be more unstable compared to the varicose modes. In the present study, we investigate the effect of particles on the stability of planar jets. Addition of particles at low Stokes numbers (St) (fine particles) results in higher growth rates than that of the unladen jet. In the intermediate Stokes number regime, addition of particles have a stabilizing effect on both the sinuous and the varicose modes. Interestingly for St~10, the unstable varicose mode is completely damped. Increasing the Stokes number by increasing the particle size, both sinuous and varicose modes show increasing growth rates, while increasing density ratio has a stabilizing effect on the flow. For non uniform particle loading, additional modes apart from the sinuous and varicose modes are observed. These modes suggests occurrence of compositional instability with an increased particle accumulation in the shear layer that is an order of magnitude higher compared to that of the sinuous and varicose modes.