Numerical research on gas injection combustion of solid rocket scramjet
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摘要:
针对固体火箭超燃冲压发动机燃烧室内燃料滞留时间短、与空气来流掺混困难,火焰稳定性差,颗粒燃烧效率低等问题。基于欧拉-拉格朗日方法建立了两相流动燃烧数值模拟方法,利用最小自由能法及能量、质量守恒定律进行一次燃气简化。基于某型带凹腔火焰稳定装置的固体火箭超燃冲压发动机模型,探究了不同燃气喷射角度、不同燃气喷射位置对发动机温升效率、总压恢复系数、凹腔性能、颗粒燃烧效率等参数的影响。结果表明该数值模拟方法具有较高的计算精度。研究发现增大燃气喷射角度可以提升燃料穿透深度,增加颗粒燃烧效率,但会造成总压损失升高;改变燃气喷射位置发现影响颗粒燃烧效率的原因不仅有颗粒的滞留时间,还包括颗粒所在区域的温度分布。
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关键词:
- 固体火箭超燃冲压发动机 /
- 气固两相流动燃烧 /
- 一次燃气 /
- 超声速流动 /
- 燃烧组织方案
Abstract:Considering some problems in the combustion chamber of solid rocket ramjet, such as short fuel residence time, difficult mixing with air flow, poor flame stability, and low particle combustion efficiency, based on the Eulerian Lagrange method, a two-phase flow combustion simulation model was established and the primary gas was simplified by using the minimum free energy method and the law of conservation of energy and mass. Based on a solid rocket scramjet model with a cavity flame stabilizer, the influences of different gas injection angles and positions on temperature rise efficiency, total pressure recovery coefficient, cavity performance and particle combustion efficiency were explored. The results showed high calculation accuracy of this method. It was found that increasing the gas injection angle could improve the fuel penetration depth and increase the particle combustion efficiency, but the total pressure loss would increase; the change of gas injection location affected the combustion efficiency of particles not only because of the particle retention time, but also because of the temperature distribution in the region with the particles.
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表 1 碳颗粒反应机理
Table 1. Reaction mechanism of carbon particles
化学反应 A/(kg/(m3·s)) E/108 (J/kg·mol) 2C+O2→2CO 0.86 1.495 2CO+O2→2CO2 2.239×1012 1.7 表 2 气相化学反应机理
Table 2. Gas phase chemical reaction mechanism
化学反应 A/108 (kg/(m3·s)) E/107 (J/kg·mol) 2CO+O2→2CO2 22390 17 2H2+O2→2H2O 9.87 3.1 表 3 发动机试验与数值模拟入口参数
Table 3. Experimental and numerical simulation of inlet parameters of scramjet
参数 试验空气
来流空气入口
边界条件燃气入口
边界条件质量流率/(kg/s) 0.97 0.035 总温/K 1490 1490 1 835 静温/K 786 总压/MPa 1.54 1.54 静压/MPa 0.088 0.088 表 4 一次燃气参数
Table 4. Parameters of primary gas
燃气总温/K 比定压热容/(J/(kg·K)) 比焓/(J/kg) 1 835 2385 − 1283588 表 5 一次燃气组分质量分数
Table 5. Mass fraction of primary gas
组分 CO H2 B C G 质量分数/% 10.3 5.3 32 29.2 23.2 表 6 二次燃气参数
Table 6. Parameters of secondary gas
燃气
总温/K比定压热容/
(J/(kg·K))比焓/
(J/kg)摩尔质量/
(g/mol)2536 2250.7 1153740 29.8 表 7 不可燃气体G比热多项式系数
Table 7. Polynomial coefficient of specific heat of incombustible gas G
G比热容多项式 α0 α1 α2 α0+α1TG+α2$T_{\mathrm{G}}^2 $ − 555438 433.37 − 0.0712 注:表中TG表示不可燃气体G的温度。 表 8 仿真与试验数据对比
Table 8. Comparison of simulation and experimental data
参数 试验 仿真 燃烧室出口温度/K 1 940 1 920 燃烧室出口马赫数 1.48 1.50 温升效率/% 48 46 表 9 不同燃气喷射位置颗粒最长滞留时间
Table 9. Maximum residence time of particles at different injection positions
喷射位置 台阶前壁面 台阶平面 凹腔前壁面 颗粒最长滞留时间/ms 0.764 1.6 0.75 -
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