Results 131 to 140 of about 1,030 (179)
Some of the next articles are maybe not open access.
A Unified Theory of Ammonium Perehlorate Deflagration and the Low Pressure Deflagration Limit
Combustion Science and Technology, 1975Abstract A unified theory is proposed to explain using a single framework the hitherto separately treated aspects of the combustion of ammonium perehlorate: burning rate, low-pressure deflagration limit and ignition. The model on the basis of which the theory is formulated incorporates the experimentally observed microstructure of the burning surface ...
openaire +1 more source
Experiments on hydrogen deflagration
Journal of Power Sources, 2006Abstract Deflagrations of hydrogen mixed with air have been studied in an open space and inside a shock tube to provide fundamental data needed for safety evaluations and validation of computer models. The open space tests were performed in 5.2- and 37-m 3 rectangular tents and in a 300-m 3 hemispherical tent that were filled with quiescent ...
Y. Sato +4 more
openaire +1 more source
Deflagration protection of pipes
Plant/Operations Progress, 1992Abstract The potential for gas and dust explosions in the process industries has been historically recognized. Potentially explosible materials, both organic and inorganic, are handled in large quantities on a daily basis. These hazardous materials are processed in vessels and/or pipes: that is volumes with small length to diameter (L/
openaire +1 more source
Shocks, Detonations, and Deflagrations
2003For a contact discontinuity we separated the variables into two sets based on their continuity across the interface. The continuous variables were copied into the ghost fluid in a node-by-node fashion, capturing the correct interface values, while the discontinuous variables were extrapolated in a one-sided fashion to avoid numerical dissipation errors.
Stanley Osher, Ronald Fedkiw
openaire +1 more source
The quenching of deflagration waves
Combustion and Flame, 1976A simple model of a low Mach number deflagration wave is studied, with emphasis on the effects of a phenomenological heat loss term. It is shown by explicit construction that two quite different solutions, a fast wave and a slow wave, are possible in the adiabatic limit.
openaire +1 more source

