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Meanwhile, minimum ignition time of the Sawdust (4 min) and the most time flammable wood from pruned trees (10 min) were measured.
Minimum ignition time of the Sawdust (4 min) and the most time flammable wood from pruned trees (10 min) was measured.
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For the low-temperature case, the minimum ignition delay time was determined by the competition between the quicker ignition of the cool flame and the longer second induction time resulting from the decrease in the droplet size; for the high-temperature case, it was the results of phenomena occurring early during the droplet lifetime.
The minimum ignition delay time was recorded for boron case at 1.33 ms.
However, the minimum ignition delay time was recorded for pure-CCAT case.
Most of the energy required for ignition is provided by the oxidation reaction of the aluminum nanoparticles such that the photothermal MIE (Minimum Ignition Energy) is at least 67 times less than that from regular spark ignition.
It was observed that as the pressure is reduced, the ignition time decreased, reached a minimum, and then increased until ignition did not occur.
The minimum ignition energy of the discharge and ignition delay time of combustion have been measured and analyzed with the help of kinetic numerical modeling.
Measured quantities such as minimum hot plate temperature that causes ignition and the ignition time, as well as the transient heat release rate and heat conducted between various zones, calculated based on the temperature data are used to quantify the three parameters and their effects on ignition behavior.
A method for computing minimum ignition energies for gaseous fuel mixtures with detailed and reduced chemistry, by numerical integration of time-dependent conservation equations in a spherically symmetrical configuration, is presented and discussed, testing its general characteristics and accuracy.
The minimum ignition delay was 27.5 ms with an ignition energy of 19.3 mJ.
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