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ENZSPLIT - Diffusion and Reaction Split Boundary Solution

2 ENZSPLIT - Diffusion and Reaction Split Boundary Solution [Pg.641]

A quasi homogeneous form for the reaction term is assumed. [Pg.642]

The external concentration is known, and the concentration profile throughout the slab is symmetrical, [Pg.643]

The reaction rate for this enzyme kinetics example is expressed by the Michaelis-Menten equation and with product inhibition. [Pg.643]

DIFFUSION AND REACTION IN A POROUS ENZYME CARRIER STEADY-STATE SPLIT BOUNDARY SOLUTION [Pg.644]

A quasi-homogeneous form for the reaction term is assumed. The boundary conditions are given by AtX = L AtX = 0 [Pg.583]

5 Simulation Tools and Examples of Chemical Engineering Processes [Pg.584]




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Boundary solution

Diffusion and reaction

Diffusion reactions

Diffusion solutes

Diffusion solutions

Diffusive boundary

Diffusivity reactions

Reaction boundary

Solution reactions and

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