期刊
FUEL
卷 341, 期 -, 页码 -出版社
ELSEVIER SCI LTD
DOI: 10.1016/j.fuel.2023.127643
关键词
Hydrogen-ethanol; Cellularity; Thermal-diffusion instability; Hydrodynamic instability; Growth rate of perturbation
The laminar combustion characteristics of hydrogen-ethanol blend were studied, and it was found that the thermal-diffusion effect stabilizes the flame surface, while the main cause of flame instability is hydrodynamic effects. Higher pressures and temperatures were found to increase the likelihood of cell instability in flames.
The blending of hydrogen into ethanol for use is attracting increasing interest and it is necessary to study its laminar combustion characteristics for better application in combustion units. The instability of hydrogen-ethanol spherically expanding flame has been investigated at initial temperatures of (370 K, 400 K, and 450 K), initial pressures of (2-4 bar), and equivalence ratios of (0.7-1.4) using the constant volume combustion chamber (CVCC). High-speed schlieren technology was used to record flame propagation images. The effects of hydrodynamic and thermal-diffusion effect on the inherent instability of the flame were investigated. The thermal-diffusion effect was found to stabilize the flame surface under all conditions, as judged jointly by the effective Lewis number and the critical Lewis number. The main contribution to flame instability therefore came from hydrodynamic effects, and this was conclusively verified by looking at the trends in the global growth rates of the various instability parameters. The effect of changes in initial pressure and initial temperature on the critical conditions for flame instability (critical radius and Peclet number) was analyzed using linear stability theory. It was found that flames were more prone to cell instability at higher pressures and temperatures. In addition, as the equivalence ratio increased, the monotonic variation of the critical Peclet number and the non-monotonic variation of the flame thickness caused a trend of decreasing and then increasing critical radius. It was noteworthy that the most unstable state for all conditions studied was at about CYRILLIC CAPITAL LETTER EF=1.2. The comparison between theoretical calculations and experimental results was generally consistent, with only some differences at CYRILLIC CAPITAL LETTER EF = 1.4. Moreover, empirical correlation formulas for the critical Peclet number (Pec) and Markstein number (Ma) were proposed.
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