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Carbon monoxide diffusion-limited model

Now possibilities of the MC simulation allow to consider complex surface processes that include various stages with adsorption and desorption, surface reaction and diffusion, surface reconstruction, and new phase formation, etc. Such investigations become today as natural analysis of the experimental studying. The following papers [282-285] can be referred to as corresponding examples. Authors consider the application of the lattice models to the analysis of oscillatory and autowave processes in the reaction of carbon monoxide oxidation over platinum and palladium surfaces, the turbulent and stripes wave patterns caused by limited COads diffusion during CO oxidation over Pd(110) surface, catalytic processes over supported nanoparticles as well as crystallization during catalytic processes. [Pg.434]

The steady state temperature of the catalyst surface under mass-transport-limited conditions can exceed the adiabatic flame temperature if the rate of mass transport of fuel to the surface is faster than the rate of heat transport from the surfaee. The ratio of mass diffusivity to heat dilTusivity in a gas is known as the Lewis number. Reactor models [9] show that for gases with a Lewis number close to unity, such as carbon monoxide and methane, the catalyst surface temperature jumps to the adiabatic flame temperature of the fuel/air mixture on ignition. However, for gases with a Lewis number significantly larger than unity the rate of mass transport to the surface is much faster than the rate of heat transport from the surface, and so the wall temperature can exceed the adiabatic gas temperature. The extreme case is... [Pg.186]

Figure 5.25 Carbon monoxide molar fraction versus channel length for various channel heights in a water- as shift heat-exchanger reactor HOM corresponds to the results from a homogeneous model (no diffusion limitation) [395]. Figure 5.25 Carbon monoxide molar fraction versus channel length for various channel heights in a water- as shift heat-exchanger reactor HOM corresponds to the results from a homogeneous model (no diffusion limitation) [395].

See other pages where Carbon monoxide diffusion-limited model is mentioned: [Pg.127]    [Pg.481]    [Pg.228]    [Pg.136]    [Pg.218]    [Pg.228]    [Pg.261]    [Pg.145]   
See also in sourсe #XX -- [ Pg.275 , Pg.276 , Pg.277 ]




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