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Rates of interface reactions

An early attempt to apply an Arrhenius-type equation to a decomposition reaction was by Polyani and Wigner [512] using the expression [Pg.92]

Shannon assumes that atoms or molecules at the reaction interface have [Pg.92]

Since data obtained for dehydration reactions of alums give Q /Q ratios of around unity and also of the order 103, it seems probable that both models may be applicable in specific systems. [Pg.93]

Cordes [515] has provided a more general treatment of reaction rates using similar concepts to those discussed by Shannon [514] (the latter model appears as one particular case). Two types of rate process are distinguished bulk decomposition and surface reaction and three classes of bulk decomposition are identified, viz. [Pg.93]

Cordes discusses the magnitudes of pre-exponential terms with reference to the partition function for the activated complex in which the following cases are recognized. [Pg.93]


A kinetic model involving the rate of interface reaction, pore-diffusion and gas-film diffusion has been formulated for the core-and-shell reduction [115]. The enthalpy of adsorption of water on the reaction interface is 163.2 45.2 kJ/mole in this model [115]. The core-and-shell model is invalid in the final stages of reduction for samples containing high (27%) concentrations of wustite [26, 27, 80] in the presence of small amounts of water [97,131]. [Pg.29]


See other pages where Rates of interface reactions is mentioned: [Pg.92]    [Pg.267]    [Pg.260]   


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