9. Diffusion across a one-dimensional slab C₁=Co x=0 a) C. (z) b) Ci(z) = c) C₁(z) = d) C.(z)=(1-1) Co (1-2) Co (1+2) (1+²) C₁=0 The general solution for the concentration profile for steady-state diffusion in a one-dimensional slab of length L (diagram above) is C, (z, t) = Az + B, where A and B are constants. Choose the correct opt for the particular solution based on the information provided in the diagram above. x=L
9. Diffusion across a one-dimensional slab C₁=Co x=0 a) C. (z) b) Ci(z) = c) C₁(z) = d) C.(z)=(1-1) Co (1-2) Co (1+2) (1+²) C₁=0 The general solution for the concentration profile for steady-state diffusion in a one-dimensional slab of length L (diagram above) is C, (z, t) = Az + B, where A and B are constants. Choose the correct opt for the particular solution based on the information provided in the diagram above. x=L
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diffusion across a one dimensional slab
Transcribed Image Text:9. Diffusion across a one-dimensional slab
C₁=Co
x=0
C₁=0
a) C₁(a)-Co (1-2)
b) Ci(z) = Co (1+2)
c) C₁(z) =
(1+²)
d) C.(z)=(1-1)
x=L
The general solution for the concentration profile for steady-state diffusion in a one-dimensional slab of
length L (diagram above) is C, (z, t) = Az + B, where A and B are constants. Choose the correct option
for the particular solution based on the information provided in the diagram above.
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