Question

Component A is converted into compound B on the active sites within a porous catalytic particle manufactured in the shape of spheres of radius R. Disappearance of A occurs as a zero-order reaction with a rate constant where a is the available catalytic surface area per unit volume of catalyst. In terms of an effective diffusion coefficient, Da, the concentration of A on the surface of particles Cas, the reaction rate constant ka, and the particle radius R, deve ka, lop expressions for: a. The concentration profile for compound A within the catalyst b. The molar flux for compound A at the surface of the particle c. The average concentration of compound A within the particle d. The rate of disappearance of compound A in the catalyst particlecould you please solve all problems uploaded correctly, with clear steps, Thanks in advance, If you are not willing to solve all problems uploaded please DON'T WAIST MY TIME AND YOURS.

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Catalyst canist njwike fores catalyst is 레 Slo erica/ 8k/e β吋7h, fores within ASSlime corWp6hInt A is d\tying in Bre.fot.avdACAI-dC divide b QT Ra DA CA DA CMD CA=CAS AS CASoMCAs 7( dCA 2x 3

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