Flame morphology and self-acceleration of syngas spherically expanding flames
Flame morphology and self-acceleration of syngas spherically expanding flames
复制标题
合成气球形膨胀火焰的火焰形态和自加速
DOI:
10.1016/j.ijhydene.2018.07.140
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发表时间:
2018
影响因子:
7.2
通讯作者:
Huang Zuohua
中科院分区:
文献类型:
--
作者:
Cai Xiao;Wang Jinhua;Zhao Haoran;Zhang Meng;Huang Zuohua
The self-acceleration of spherically expanding flames were investigated using a constant volume combustion chamber for CO/H2/O2/N2mixtures over a wide range of initial pressure from 0.2 to 0.6 MPa, CO/H2ratio from 50/50 to 10/90 and equivalence ratio from 0.4 to 1.5. The adiabatic flame temperature was kept constant by adjusting O2/N2ratio at different equivalence ratios. Schlieren images were recorded to investigate the flame front evolution of spherically expanding flames. Local acceleration exponents were extracted using a proper equation to study the process of flame self-acceleration. Results show that the flame cells develop on the smooth flame fronts and finally reach fractal-like structures due to the hydrodynamic and diffusional-thermal instabilities, resulting in flame self-accelerative propagation. The critical Peclet number corresponding to the onset of self-acceleration,Pecrincreases nonlinearly with the Markstein length,Ma. The observation further reveals that the onset of self-acceleration is mainly controlled by the diffusional-thermal effect. There exists two distinct flame propagation regimes in the self-acceleration, namely quick transition accelerative and quasi self-similar accelerative regimes. The quick transition regime is controlled by the destabilization effect of hydrodynamic perturbation and stabilization effect of flame stretch. While the quasi self-similar regime is primarily affected by the cascading process of flame front cells controlled by hydrodynamic instability. The self-similar acceleration exponent,αsvaries with the initial pressure and Lewis number,Le. The values ofαsare measured to be 1.1–1.25 (smaller than 1.5), indicating the flame dose not attain self-turbulization.