A formula for the ignition time, that Bradley obtained empirically, is derived analytically by a rigorous asymptotic analysis of the limit of large activation energy. Two terms in the expansión must be retained. The second term reveáis the existence—just prior to ignition—of a reactive-diflfusive zone at the surface of the solid and a transient-diffusive zone in the interior. The analysis also exhibits a universal correction factor for Bradley's formula, of order unit
A continuation of an ignition analysis for porous energetic materials subjected to a constant energy...
An asymptotic analysis, in the limit of large activation energies, is presented for the ignition of ...
This paper deals with the steady state catalytic ignition of premixed gases over a flat píate of fin...
A formula for the ignition time, that Bradley obtained empirically, is derived analytically by a rig...
Abstract. The title problem is classical in ignition theory. Here it is solved by an asymptotic anal...
The title problem is classical in ignition theory. Here it is solved by an asymptotic analysis in wh...
A theory of ignition is presented to analyze the effect of porosity on the time to ignition of a sem...
An asymptotic analysis of the limit of large activation energy is presented for radiant ignition of ...
A theoretical analysis is presented for the description of the ignition of a reactive media by inert...
Abstract. The influence of corners on the ignition of a solid exposed to a surface energy flux is an...
An asymptotic analysis of the limit of large activation energy is presented for radiant ignition of ...
the influence of square corners on the ignition of a solid exposed to a step in surface temperature ...
An approximate closed form solution is developed for the mass loss rate of a semi-infinite solid irr...
The effects of excessive reactant consumption on the ignition of a combustible solid are introduced ...
A continuation of an ignition analysis for porous energetic materials subjected to a constant energy...
A continuation of an ignition analysis for porous energetic materials subjected to a constant energy...
An asymptotic analysis, in the limit of large activation energies, is presented for the ignition of ...
This paper deals with the steady state catalytic ignition of premixed gases over a flat píate of fin...
A formula for the ignition time, that Bradley obtained empirically, is derived analytically by a rig...
Abstract. The title problem is classical in ignition theory. Here it is solved by an asymptotic anal...
The title problem is classical in ignition theory. Here it is solved by an asymptotic analysis in wh...
A theory of ignition is presented to analyze the effect of porosity on the time to ignition of a sem...
An asymptotic analysis of the limit of large activation energy is presented for radiant ignition of ...
A theoretical analysis is presented for the description of the ignition of a reactive media by inert...
Abstract. The influence of corners on the ignition of a solid exposed to a surface energy flux is an...
An asymptotic analysis of the limit of large activation energy is presented for radiant ignition of ...
the influence of square corners on the ignition of a solid exposed to a step in surface temperature ...
An approximate closed form solution is developed for the mass loss rate of a semi-infinite solid irr...
The effects of excessive reactant consumption on the ignition of a combustible solid are introduced ...
A continuation of an ignition analysis for porous energetic materials subjected to a constant energy...
A continuation of an ignition analysis for porous energetic materials subjected to a constant energy...
An asymptotic analysis, in the limit of large activation energies, is presented for the ignition of ...
This paper deals with the steady state catalytic ignition of premixed gases over a flat píate of fin...