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Effects of the Unburned-Gas Temperature and Lewis Number on the Intrinsic Instability of High-Temperature Premixed Flames

机译:未燃烧气体温度和路易斯数对高温预混火焰内在不稳定性的影响

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The effects of the unburned-gas temperature and Lewis number on the intrinsic instability of high-temperature premixed flames under the constant-enthalpy conditions were investigated by two-dimensional unsteady calculations of reactive flows. A sinusoidal disturbance with sufficiently small amplitude was superimposed on a planar flame to obtain the relation between the growth rate and wave number, i.e. the dispersion relation. As the unburned-gas temperature became higher, the growth rate increased and the unstable range widened. This was due to the increase of the burning velocity of a planar flame. In addition, the obtained numerical results were consistent with the theoretical solutions in small wave-number region. As the Lewis number became smaller ( larger ), the growth rate increased ( decreased ) and the unstable range widened ( narrowed ), which was due to diffusive-thermal effects. The dispersion relation yielded the linearly most unstable wave number, i.e. the critical wave number. The critical wave number increased as the unburned-gas temperature became higher. Thus, the critical wavelength shrank, and then the cell size shrank. To clarify the characteristics of cellular flames induced by intrinsic instability, a finite disturbance with the critical wavelength was superimposed. The superimposed disturbance evolved, and a cellular-shaped front formed. In all Lewis numbers, the behavior of cellular flames became milder as the unburned-gas temperature became higher, even though the growth rate increased. The normalized burning velocities of cellular flames decreased monotonously. This was because that the thermal-expansion effects became weaker owing to the decrease of the difference in temperature between the burned and unburned gases, which was generated by the conditions of constant enthalpy, i.e. constant burned-gas temperature.
机译:通过二维非定常计算,研究了恒定温度下未燃气体温度和路易斯数对高温预混火焰固有不稳定性的影响。将具有足够小的振幅的正弦扰动叠加在平面火焰上,以获得增长率与波数之间的关系,即色散关系。随着未燃气体温度升高,生长速率增加并且不稳定范围扩大。这是由于平面火焰燃烧速度的增加。此外,所得数值结果与小波数区域的理论解是一致的。当Lewis数变小(较大)时,由于扩散热效应,生长速率增加(减小)且不稳定范围扩大(缩小)。色散关系产生线性最不稳定的波数,即临界波数。随着未燃气体温度的升高,临界波数增加。因此,临界波长缩小,然后单元尺寸缩小。为了阐明固有不稳定性引起的蜂窝状火焰的特性,将临界波长的有限扰动叠加在一起。产生了叠加的干扰,并形成了蜂窝状的前部。在所有的Lewis数中,即使未燃烧的气体温度升高,蜂窝状火焰的行为也变得更温和,即使生长速率增加了。细胞火焰的归一化燃烧速度单调下降。这是因为由于恒定的焓即恒定的燃烧气体温度的条件下产生的燃烧气体和未燃烧气体之间的温度差的减小,热膨胀作用变弱。

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