Explosions Near the Surface of Organic Liquids

Dengel, Jörg; Wendler, R.; Denzer, W.; Buchholz, J. C.; Beckmann-Kluge, M.; Steinbach, Jörg; Plewinsky, B.; Hieronymus, H.

doi:10.1205/psep.04199

Cited by 3 publications

(1 citation statement)

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“…For example, in the supersonic case, during the first stage, a typical wave pattern takes place in the fluid, which is exactly that calculated analytically in the present paper. A more recent experimental study was presented by Dengel et al [3] concerning the detonation and deflagration of gas over a liquid surface. High speed images (up to 200 000 frames per second) of the detonation front are presented, together with pressure measurements,.…”

Section: Introductionmentioning

confidence: 99%

Analytical Stationary Acoustic Wave in a Liquid over Which a Moving Pressure Runs

Langlet

Renard

Pennetier

2010

Shock and Vibration

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This paper presents an analytical study of the stationary response of a liquid loaded on its free surface by an ideal pressure step moving in a constant direction at a constant velocity. The acoustic pressure in the liquid is found, in four different examples, by means of the Fourier Transform. Two loading regimes are considered; subsonic and supersonic. Two configurations of liquid domains are also studied, the first one is a half infinite space while the second one is bounded by a rigid bottom at a finite depth. For the two supersonic cases, a simple reasoning based on the existence of a front of discontinuity in the liquid and on the property of reflection of waves confirms the result of the mathematical investigations. The results obtained for the steady state case are of intererest, even when the loading is not exactly stationary, such as the presure produced by an explosion occurring in the vicinity of the surface of a liquid. Two numerically resolved examples are presented, which confirm this assumption.For the two supersonic cases, a simple reasoning based on the existence of a front of discontinuity in the liquid and on the property of reflection of waves confirms the result of the mathematical investigations.The results obtained for the steady state case are of intererest, even when the loading is not exactly stationary, such as the presure produced by an explosion occurring in the vicinity of the surface of a liquid. Two numerically resolved examples are presented, which confirm this assumption.

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Section: Introductionmentioning

confidence: 99%