Theory for competing reactions with initially separated components.
The asymptotic long-time properties of a system with initially separated components and two competing irreversible reactions A1+B-->C1 and A2+B-->C2 are studied. It is shown that the system is characterized by a single reaction zone, with width growing like t(1/6), in which both reactions occur. Numerical computations of the mean-field kinetic equations confirm these asymptotic results.
Sinder
Misha
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Department of Materials Engineering, Ben Gurion University of the Negev, Beer-Sheva 84105, Israel.