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SPATIAL STABILITY ANALYSIS OF PARTICLE-LADEN ROUND JETS WITH CO-FLOW

机译:共流粒子圆形喷气机的空间稳定性分析

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An inviscid linear stability analysis of fine particle-laden round jets with co-flow was performed to study the effects of particles on the near-injector development of the jet flows. Particles were assumed to follow the fluid motion in the mean. The drag force acting on the particles coupled the fluid and particle motion equations. For the stability analysis, the presence of particles was found to be equivalent to a modified mean velocity profile that was affected by the mass loading of the particles and the particle time constant. In general, the particles reduced the amplification rates of disturbances, and the frequency corresponding to the maximum amplification rate. The presence of a co-flow resulted in a decrease in amplification rate of the disturbances, but an increase in the range of unstable frequencies. The particle dispersion characteristics were primarily dependent on the particle time constant. It was found that for a certain particle time constant particle dispersion was a maximum (even greater than that of the fluid). In particular, particles with time constants close to the large-eddy time scales dispersed the most. The results of the study are in agreement with other theoretical and experimental investigations on particle dispersion.
机译:进行了具有共流的精细粒子载圆形喷射的无粘性线性稳定性分析,以研究粒子对喷射流动近喷射器发育的影响。假设颗粒以平均值遵循流体运动。作用在颗粒上的阻力耦合流体和粒子运动方程。对于稳定性分析,发现颗粒的存在等同于改性平均速度曲线,其受颗粒的质量负荷和颗粒时间常数影响。通常,颗粒降低了扰动的扩增率,以及对应于最大放大率的频率。混合的存在导致扰动的扩增速率降低,但不稳定频率的范围增加。颗粒分散特性主要取决于颗粒时间常数。结果发现,对于一定的颗粒时间恒定的颗粒分散体是最大的(甚至大于流体的颗粒)。特别是,具有靠近大涡时间尺度的时间常数的粒子最多。该研究的结果与颗粒分散体的其他理论和实验研究一致。

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