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Performance Validation of a Single-Tube Pulse Detonation Rocket System

机译:单管脉冲爆轰火箭系统的性能验证

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A pulse detonation engine can be operated even if there are no compression mechanisms such as compressors or pistons, and a rocket engine with an extremely low combustor fill pressure (pulse detonation rocket) thus becomes possible. In this research, we made a model pulse-detonation-rocket system with increased specific impulse by partial fill. The performance predicted by this model was then confirmed experimentally. The thrust can be calculated by using the simplified pulse-detonation-engine model of Endo et al. [Endo, T., Kasahara, J., Matsuo, A., Inaba, K., Sato, S., and Fujiwara, T., "Pressure History at the Thrust Wall of a Simplified Pulse Detonation Engine," AIAA Journal, Vol. 42, No. 9,2004, pp. 1921-1929] and the partial-filling-effect models of Sato et al. [Sato, S., Matsuo, A., Endo, T., and Kasahara, J., "Numerical Studies on Specific Impulse of Partially Filled Pulse Detonation Rocket Engines," Journal of Propulsion and Power, Vol. 22, No. 1, 2006, pp. 64-69]. The mass flow rate of the propellant supplied from the pressurized cylinders is considered in this calculation. As a result, the thrust performance can be determined by the kind of propellant, the initial conditions of the gas in the cylinders, the supply-valve-orifice and pulse-detonation-engine-tube volume, and the operation frequencies. We fabricated a pulse detonation rocket named Todoroki and verified the thrust calculation model via a horizontal sliding test. We confirmed that the stability of the pulse-detonation-engine operation depends on the ratio between the purge-gas thickness and the tube diameter. The thrust predicted by the model was identical to experimental results within 4%.
机译:即使没有诸如压缩机或活塞之类的压缩机构,脉冲爆震发动机也可以操作,因此燃烧器填充压力极低的火箭发动机(脉冲爆震火箭)成为可能。在这项研究中,我们制作了一个模型脉冲爆轰火箭系统,该系统具有通过部分填充增加的比冲的能力。然后通过实验确定了该模型预测的性能。推力可以通过使用Endo等人的简化脉冲爆震引擎模型来计算。 [Endo,T.,Kasahara,J.,Matsuo,A.,Inaba,K.,Sato,S.和Fujiwara,T.,“简化脉冲爆震发动机推力壁的压力历史,” AIAA杂志,卷42,第9号,2004年,第1921-1929页]和Sato等人的局部填充效应模型。 [Sato,S.,Matsuo,A.,Endo,T.和Kasahara,J.,“部分填充脉冲爆震火箭发动机比冲的数值研究,”《推进与动力学报》,第1卷。 22,第1号,第64-69页]。在该计算中考虑了从增压缸供应的推进剂的质量流率。结果,推力性能可以由推进剂的种类,气缸中气体的初始条件,供气孔口和脉冲爆震发动机的管腔容积以及工作频率来确定。我们制造了名为Todoroki的脉冲爆震火箭,并通过水平滑动试验验证了推力计算模型。我们证实,脉冲爆震发动机运行的稳定性取决于吹扫气体厚度与管径之间的比率。该模型预测的推力与实验结果一致,误差在4%以内。

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