A Numerical Study on Early Stage of Flame Kernel Development in Spark Ignition Process for Methane/Air Combustible Mixtures Shinji NAKAYA*6, Kazuo HAT

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A Numerical Study on Early Stage of Flame Kernel Development in Spark Ignition Process for Methane/Air Combustible Mixtures Shinji NAKAYA*6, Kazuo HATORI, Mitsuhiro TSUE, Michikata KONO, Daisuke SEGAWA and Toshikazu KADOTA Department of Mechanical Engineering, Osaka Prefecture University, 1-1 Gakuen-cho, Sakai-shi, Osaka, 599-8531 Japan A numerical analysis with a detail description of flow dynamics and chemical kinetics on the effect of the equivalence ratio of methane/air mixtures on the minimum ignition energy is carried out. In the early stage, the behavior of the flame kernel is dominated by a flow which is induced by the blast wave. Although a high temperature gas, which spurts out from the electrode gap, quenches, the gas at the electrode gap is self-sustained with an application of small ignition energy near the minimum. After a certain period of time, the flame kernel gradually grows out of the electrode gap. In the case of high-energy application, hot gas region, which spurts out from the electrode gap, doesn't quenches and propagatable flame kernel is formed at the early stage of spark ignition process. The local equivalence ratio at the electrode gap is larger than that in the outer region with an application of small energy although its effect is not so strong in an application of high energy. In addition, calculated profile of the minimum ignition energy as a function of the equivalence ratio for methane-air mixtures shows a minimum value below the equialence ratio of 1.0. An effect of preferential diffusion for lighter molecules is confirmed. Key Words : Spark Ignition, Chemical Reaction, Preferential Diffusion, Blast Wave

Fig. 1 Distribution of numerical grids. Fig. 3 Minimum ignition energy as a function of methane concentration Fig. 2 History of OH mass integrated through numerical region

Fig. 4 Distribution fields of density and velocity vector for methane-air mixture. Ignition energy=0.4764mj. Fig. 5 Distribution fields of density and velocity vector for methane-air mixture. Ignition energy=45.73mj.

Fig. 6 Distribution fields of temperature for methane-air mixture. Ignition energy= 0.4764mJ. Fig. 7 Distribution fields of temperature for methane-air mixture. Ignition energy= 45.73mJ.

Fig. 8 Distribution fields of OH radical for methane-air mixture. Ignition energy= 0.4764mJ. Fig. 10 Distribution fields of local equivalence ratio for methane-air mixture. Ignition energy= 45.73mJ. Fig. 9 Distribution fields of OH radical for methane-air mixture. Ignition energy= 45.73mJ.

Fig. 11 Distribution fields of local equivalence ratio for methane-air mixture. Ignition energy= 45.73 mj. (1) Kono, M., Niu, K., Tsukamoto, T. and Ujiie, Y., Mechanism of flame kernel formation produced by short duration sparks, Proceeding of the Combustion Institute, Vol.22, (1988), pp.1643-1649. (2) Ishii, K., Tsukamoto, T., Ujiie, Y. and Kono, M., Analysis of ignition mechanism of combustible mixtures by composite sparks, Combustion and Flame, Vol.91, (1992), pp.153-164. (3) Kono, M., Kumagai, S. and Sakai, T., The optimum condition for ignition of gases by composite sparks, Proceeding of the Combustion Institute, Vol.16, (1977), pp.757-766. (4) Sher, E. and Rafael, S, Numerical analysis of the early phase development of spark-ignited flames in CH4-Air Mixture, Proceeding of the Combustion Institute, Vol.19, (1982), pp.251-257.

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