Steel is carburized in a high temperature process that depends on the transfer of carbon by diffusion The value of the diffusion coefficient is strongly temperature dependent and may be approximated as DC (m 2 s) 2 x 10 5 exp 17,000 T (K) If the process is effected at 1000C and a carbon mole fraction of 0 02 is maintained at the surface of the steel, how much time is required to elevate the carbon content of the steel from an initial value of 0 1 to a value of 1 0 at a depth of 1 mm

Question: Steel is carburized in a high-temperature process that depends on the transfer of carbon by diffusion. The value of the diffusion coefficient is strongly temperature

Steel is carburized in a high-temperature process that depends on the transfer of carbon by diffusion. The value of the diffusion coefficient is strongly temperature dependent and may be approximated as DC – (m²/s) ≈ 2 x 10^-5 exp [- 17,000/T (K)]. If the process is effected at 1000°C and a carbon mole fraction of 0.02 is maintained at the surface of the steel, how much time is required to elevate the carbon content of the steel from an initial value of 0.1 % to a value of 1.0% at a depth of 1 mm?

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