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Determination of the aerodynamic droplet breakup boundaries based on a total force approach

机译:基于总力法确定空气动力学液滴破裂边界

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The determination of the critical We(g) number separating the different breakup regimes has been extensively studied in several experimental and numerical works, while empirical and semi-analytical approaches have been proposed to relate the critical Weg number with the Oh(l) number. Nevertheless, under certain conditions, the Re-g number and the density ratio epsilon may become important. The present work provides a simple but reliable enough methodology to determine the critical We(g) number as a function of the aforementioned parameters in an effort to fill this gap in knowledge. It considers the main forces acting on the droplet (aerodynamic, surface tension and viscous) and provides a general criterion for breakup to occur but also for the transition among the different breakup regimes. In this light, the present work proposes the introduction of a new set of parameters named as We(g),(eff) and Ca-l monitored in a new breakup plane. This plane provides a direct relation between gas inertia and liquid viscosity forces, while the secondary effects of Re-g, number and density ratio have been embedded inside the effective We(g) number (We(g),(eff))
机译:在几个实验和数值工作中,已经广泛研究了确定分离不同分解形式的临界Weg数的方法,同时提出了经验和半解析方法将临界Weg数与Oh(l)数联系起来。然而,在某些条件下,Re-g数和密度比ε可能变得很重要。本工作提供了一种简单而可靠的方法论来确定临界We(g)数作为上述参数的函数,以努力填补这一知识空白。它考虑了作用在液滴上的主要作用力(空气动力,表面张力和粘性),并提供了发生破裂的一般标准,也为不同破裂状态之间的过渡提供了一般标准。鉴于此,本工作提出了在新的破碎平面中监测的一组新参数,分别称为We(g),(eff)和Ca-1。该平面提供了气体惯性和液体粘度力之间的直接关系,而Re-g,数量和密度比的次要作用已嵌入有效的We(g)数(We(g),(eff))中

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