Author/Authors :
Garza-Lَpez، نويسنده , , Roberto A. and Kaufman، نويسنده , , Aaron and Patel، نويسنده , , Reena and Chang، نويسنده , , Joseph and Brzezinski، نويسنده , , Jack and Kozak، نويسنده , , John J.، نويسنده ,
Abstract :
Using the theory of finite Markov processes, we show quantitatively that diffusion-limited, reactive events on two finite planar arrays having an aperiodic lattice structure are kinetically advantaged relative to processes on platelets having a regular, hexagonal [63] structure. The possible relevance of the results obtained to catalytic processes on quasicrystals and zeolite ‘rafts’ is noted.
