Understanding the Kirkendall Effect and Its Impact on Diffusion in Materials

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SUMMARY

The Kirkendall effect is a phenomenon that describes the differing diffusion rates between dissimilar layers, such as in thin films. It occurs due to the presence of vacancies that facilitate atomic movement. When markers are placed at the interface of an A/B thin film system, they will migrate into the layer with the higher diffusion coefficient. This effect can be quantitatively described using Darken's equation: Deffective = XADB + XBDA, where DA and DB represent the diffusion coefficients of elements A and B, respectively.

PREREQUISITES
  • Understanding of atomic diffusion principles
  • Familiarity with thin film materials
  • Knowledge of vacancy defects in solid-state physics
  • Basic grasp of Darken's equation and diffusion coefficients
NEXT STEPS
  • Research the application of the Kirkendall effect in semiconductor manufacturing
  • Study the implications of vacancy defects on material properties
  • Explore advanced diffusion models beyond Darken's equation
  • Learn about experimental techniques for measuring diffusion coefficients in materials
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Materials scientists, physicists, and engineers involved in the study of diffusion processes and thin film technology will benefit from this discussion.

mhill
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could someone explain me this effect ??

i know that , is due to the diffusion of atoms by the existence of 'vacancies' deffects that allow the diffusion.

the problem is that this is what i know, for example in the German Wikipedia there is a good image but i do not how to interpret (image of Kirkendall effect)

http://upload.wikimedia.org/wikipedia/commons/4/4c/KirkendallSceme1.png

if someone can help, thank you.
 
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In essence, the Kirkendall effect describes the differing diffusion rates that exists between two or more dissimilar layers (e.g. thin films). If one is able to insert markers on the interface between the layers of a sample (call it an A/B thin film system), one would see that the markers migrate into one layer, depending on the difference of the diffusion coefficient of element A in B and B in A. So, if A diffuses faster into B, the markers will move into layer A.

One way to described this effect is with Darken's equation, Deffective = XADB + XBDA, where DA is the diffusion coefficient of element A in B, DB is the diffusion coefficient of B in A, and Deffective is the effective diffusion coefficient.
 

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