Dec29-09, 12:06 PM
1. The problem statement, all variables and given/known data
Constant for the diffusion of hydrogen through steel is D(steal) = 4 x 10^5 cm²/s. They try to improve steel tanks for hydrogen storage by applying the coating based on TiAlN alloys. What is the diffusion coefficient Dp of such coating, if the permeability of hydrogen is reduced by 19,000 times? In this attempt the steel had a thickness of
d(steal) = 0.5 mm, and the thickness of the alloys was d(alloy)= 10 nm.
2. Relevant equations
3. The attempt at a solution
x= 19,000, D(steal) = 4 x 10^5 cm²/s, s(steal)= 0.5 mm, s(alloy)= 10 nm, D(alloy)= ?
s(steal)² + s(alloy)²= 2D(alloy)xt
s(steal)²/ [s(steal)² + s(alloy)²]= 2D(steal)t/ 2D(alloy)xt
s(steal)²/ [s(steal)² + s(alloy)²]= D(steal)/ D(alloy)x
D(alloy)= D(steal) [s(steal)² + s(alloy)²]/ s(steal)²x
D(alloy)= 21.1 cm²/s
Are my calculations correct?
Thank you for helping!
|Register to reply|
|Calculating the diffusivity of hydrogen through an alloy coating on a steel container||Introductory Physics Homework||0|
|Selecting the appropriate carbon steel alloy||Materials & Chemical Engineering||0|
|Estimating Diffusivity of Freon using known Diffusivity of Methane||Materials & Chemical Engineering||1|