Singular reaction-diffusion mixed boundary-value quenching problems
CY Chan, N Ozalp - Dynamical systems and applications, 1995 - World Scientific
CY Chan, N Ozalp
Dynamical systems and applications, 1995•World ScientificA singular reaction-diffusion mixed boundary-value quenching problem is shown to have a
unique critical length, a classical solution before its quenching time, finitely many quenching
points which are not boundary points, and the blow-up of the time-derivative of its solution at
the quenching point.
unique critical length, a classical solution before its quenching time, finitely many quenching
points which are not boundary points, and the blow-up of the time-derivative of its solution at
the quenching point.
Abstract
A singular reaction-diffusion mixed boundary-value quenching problem is shown to have a unique critical length, a classical solution before its quenching time, finitely many quenching points which are not boundary points, and the blow-up of the time-derivative of its solution at the quenching point.
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