1999
DOI: 10.1007/bf02674453
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Low-velocity detonation limits of gaseous mixtures

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Cited by 35 publications
(14 citation statements)
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“…From Figure 7 it is evident that as the turbulent flame caught up with the shock wave, a retonation wave propagating towards the burnt side of the flame front formed at 10.85 m. The velocity of the retonation wave ranged from 1085 to 1475 m s 1 , with an average of 1280 m s 1 . The average velocity in EPM/air was 1415 m s 1 [29], whereas no retonation wave formed in FAD/air, nitromethane mist/air and nitromethane mist/FAD/air mixtures [19,20]. At 12.25 m a critical SRC formed, characterized by the Mach number 5.2 and the overpressure >1.7 MPa.…”
Section: Ddt Process In Sad/epm/air Mixture Cloudsmentioning
confidence: 96%
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“…From Figure 7 it is evident that as the turbulent flame caught up with the shock wave, a retonation wave propagating towards the burnt side of the flame front formed at 10.85 m. The velocity of the retonation wave ranged from 1085 to 1475 m s 1 , with an average of 1280 m s 1 . The average velocity in EPM/air was 1415 m s 1 [29], whereas no retonation wave formed in FAD/air, nitromethane mist/air and nitromethane mist/FAD/air mixtures [19,20]. At 12.25 m a critical SRC formed, characterized by the Mach number 5.2 and the overpressure >1.7 MPa.…”
Section: Ddt Process In Sad/epm/air Mixture Cloudsmentioning
confidence: 96%
“…A lower speed limit of the shock velocity for a quasi-detonation wave can be obtained by assuming that the wave structure begins with a shock-front propagation at a critical velocity D cr and ends with an equilibrium constant volume explosion boundary at the sonic plane [28,29]. The constant volume explosion implies a zero absolute flow velocity.…”
Section: Regimes Of Wave Propagation In Combustible Mixturesmentioning
confidence: 99%
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“…The distance to the point of flow stoppage behind the basic shock wave was obtained from the condition of identical mass fluxes through the basic shock wave and the into the "layer" of ribs of length x: Allowance for the burning rate of the C 2 H 2 + 5O 2 mixture at a distance x ∼ = x(1−υ/u) between the shock wave and the flame reduces this distance to (1.28-1.04)h within the range, which almost coincides with the experiment (here u is the gas velocity with respect to the basic shock wave, υ = υ 0 T 2 /T 2 0 is the flame velocity with respect to the gas [7], T is the temperature ahead of the flame, and υ 0 = 9 m/sec is the laminar flame velocity at room temperature T 0 in the C 2 H 2 + 5O 2 mixture [3,8]). Some difference may be caused by the neglect of flame turbulization by shock waves reflected from the ribs.…”
Section: Approximate Calculationsmentioning
confidence: 97%
“…Its velocity is (0.4-0.55)D 0 , where D 0 is the velocity of ideal detonation without losses [1][2][3]. When the core flow is decelerated behind the shock wave owing to gas outflow to a viscous boundary layer on the tube wall, the flame is maintained at a distance of several channel diameters from the shock wave [1][2][3]. The flame stays at a point where the gas velocity in the core flow equals the normal velocity of the flame in the shock-wave-fitted system.…”
Section: Introductionmentioning
confidence: 99%