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Experimental research on the instability propagation characteristics of liquid kerosene rotating detonation wave 被引量:12
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作者 Quan Zheng Hao-long Meng +3 位作者 Chun-sheng Weng Yu-wen Wu Wen-kang Feng Ming-liang Wu 《Defence Technology(防务技术)》 SCIE EI CAS CSCD 2020年第6期1106-1115,共10页
In order to study the instability propagation characteristics of the liquid kerosene rotating detonation wave(RDW),a series of experimental tests were carried out on the rotating detonation combustor(RDC)with air-heat... In order to study the instability propagation characteristics of the liquid kerosene rotating detonation wave(RDW),a series of experimental tests were carried out on the rotating detonation combustor(RDC)with air-heater.The fuel and oxidizer are room-temperature liquid kerosene and preheated oxygenenriched air,respectively.The experimental tests keep the equivalence ratio of 0.81 and the oxygen mass fraction of 35%unchanged,and the total mass flow rate is maintained at about 1000 g/s,changing the total temperature of the oxygen-enriched air from 620 K to 860 K.Three different types of instability were observed in the experiments:temporal and spatial instability,mode transition and re-initiation.The interaction between RDW and supply plenum may be the main reason for the fluctuations of detonation wave velocity and pressure peaks with time.Moreover,the inconsistent mixing of fuel and oxidizer at different circumferential positions is related to RDW oscillate spatially.The phenomenon of single-double-single wave transition is analyzed.During the transition,the initial RDW weakens until disappears,and the compression wave strengthens until it becomes a new RDWand propagates steadily.The increased deflagration between the detonation products and the fresh gas layer caused by excessively high temperature is one of the reasons for the RDC quenching and re-initiation. 展开更多
关键词 Rotating detonation wave Liquid kerosene Oxygen-enriched air Instability propagation characteristics Compression wave
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Experimental study of the relationship between fluid density and saturation and sonic wave velocity of rock samples from the WXS Depression,South China Sea 被引量:1
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作者 Pei Fagen Zou Changchun +4 位作者 He Tao Pan Lingzhi Xiao Kun Shi Ge Ren Keying 《Petroleum Science》 SCIE CAS CSCD 2011年第1期43-48,共6页
The relationship between fluid density and saturation and sonic wave velocity of rock samples taken from the WXS Depression in the South China Sea was studied by an oil-water replacement experiment under simulated in-... The relationship between fluid density and saturation and sonic wave velocity of rock samples taken from the WXS Depression in the South China Sea was studied by an oil-water replacement experiment under simulated in-situ temperature and pressure conditions.Two kinds of low-density oils(0.691 and 0.749 g/cm^3) and two kinds of high-density oils(0.834 and 0.873 g/cm^3) were used to saturate the rock samples at different oil-saturation states,and the saturated P- and S-wave velocities were measured.Through Gassmann's equation,the theoretical P- and S-wave velocities were also calculated by the fluid replacement method.With the comparison of the measured values and the theoretical values, this study comes to the following conclusions.(1) With the increase of oil saturation and the decrease of water saturation,the P-wave velocity of rock samples saturated by low-density oil increases and the changing rule is in accord with the effective fluid theory;the P-wave velocity of rock samples saturated by high-density oil decreases and the changing rule goes against the theory.(2) With the increase of oil density(namely 0.691→0.749→0.834→0.873 g/cm^3) when oil saturation is unchanged,P-wave velocity increases gradually.(3) The S-wave velocity is always stable and is not affected by the change of oil density and saturation.The results can be used to constrain pre-stack seismic inversion,and the variation rule of sonic wave velocity is valuable for hydrocarbon identification in the study area. 展开更多
关键词 Rock physics SATURATION compressional wave shear wave water drive Gassmann's equation fluid replacement
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