Answer to Question #275459 in Chemical Engineering for Bokul

Question #275459

d2C/ dy2= [dC2/dȳ2. (1/√(y)) + dC/dȳ .d/dȳ (1/√(y))]

 

please try to bring the equation a modified Bessel Equation of appropriate order. Identify the the order and write down the analytical solution for the concentration distribution C= f (ȳ) and thus C= f(z) using modified Bessel Functions.

 

The values are given if you need it.

 

reaction rate constant (k) =0.05 cm/s

Diffusion coefficient of ‘A’ (D) = 0.01 cm2/s

The cavity opening at the top (a)= 0.1 cm

Concentration of ‘A’ at z=0 (C0)= 1 mol/cm3

Length (L)= 1 cm



1
Expert's answer
2021-12-07T03:44:01-0500

Graph with solution is given below:


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