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Combustion of Moving Droplets and Suspended Droplets: Transient Numerical Results

机译:移动液滴和悬浮液滴的燃烧:瞬态数值结果

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A numerical investigation of unsteady liquid fuel droplet combustion within an airstream at atmospheric pressure and under zero-gravity condition is presented. Combustion is modeled using one-step finite rate kinetics. A new multicomponent formulation (appropriate for the finite volume method) is used to describe mass diffusion in the gas-phase accurately. Results obtained for both suspended droplets (constant relative velocity) and for moving droplets shown that the flame configurations are a function of the time histories of both the Reynolds number and the Damkoehler number. For a moving droplet, the Reynolds number decreases with time (due to both relative velocity and droplet size reduction), but the Damkoehler number increases with time. For a suspended droplet, both the Reynolds number and the Damkoehler number decrease with time due to the droplet size reduction. Consequently, for the same initial Reynolds number, suspended droplets may demonstrate different burning behavior than moving droplets. Within the range of initial Reynolds numbers considered (6,8, and 50), a moving droplet tends to develop an envelope flame at some stage during its lifetime, whereas a suspended droplet develops an envelope flame only for low initial Reynolds numbers. The flame configurations present during droplet burning are critical in determining droplet lifetime.
机译:提出了在大气压力和零重力条件下,气流中不稳定液体燃料液滴燃烧的数值研究。使用一步式有限速率动力学对燃烧进行建模。一种新的多组分配方(适用于有限体积法)用于准确描述气相中的质量扩散。对于悬浮液滴(恒定相对速度)和运动液滴都获得的结果表明,火焰构型是雷诺数和达姆克勒数的时间历史的函数。对于运动的液滴,雷诺数随时间减小(由于相对速度和液滴尺寸的减小),但是Damkoehler数随时间增加。对于悬浮的液滴,由于液滴尺寸减小,雷诺数和Damkoehler数均随时间减小。因此,对于相同的初始雷诺数,悬浮液滴可能表现出与移动液滴不同的燃烧行为。在所考虑的初始雷诺数范围内(6、8和50),运动的液滴倾向于在其寿命中的某个阶段发展出包络火焰,而悬浮液滴仅对于低的初始雷诺数才形成包络火焰。在液滴燃烧期间存在的火焰构型对于确定液滴寿命至关重要。

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