Journal ArticleDOI
Diffusion layer growth in a binary system
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TLDR
In this paper, an exact solution for the growth of an intermediate phase layer in a three-phase binary system, when diffusion rates in any phase are independent of concentration, is presented, and certain limiting forms of this solution are discussed.About:
This article is published in Journal of Nuclear Materials.The article was published on 1966-09-01. It has received 33 citations till now. The article focuses on the topics: Binary system & Diffusion layer.read more
Citations
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Metallurgy of continuous hot dip aluminizing
TL;DR: In spite of a strong commercial interest in hot dipped aluminised steel strip, research over the past 60 years has been somewhat piecemeal as mentioned in this paper, and a relatively small body of work exists on this material compared with the equivalent galvanised product but the lack of systematic study and development means that it is difficult to rationalise and appraise the existing literature.
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Interdiffusion in the Mg-Al System and Intrinsic Diffusion in β -Mg 2 Al 3
TL;DR: In this paper, solid-to-solid diffusion couples were assembled and annealed to examine the diffusion between pure Mg and Al (99.96 pct) and 99.999 pct).
Journal ArticleDOI
Diffusion in gold-aluminium
C. Weaver,D. T. Parkinson +1 more
TL;DR: A combination of reflectivity, adhesion and resistance measurements has been used to measure the rates of phase boundary movement in thin-film couples during the interdiffusion of gold and aluminium as discussed by the authors.
References
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Journal ArticleDOI
Some aspects of the growth of diffusion layers in binary systems
TL;DR: In this paper, it was shown that the application of Fick's First law to polyphase diffusion in binary systems leads to simple but rigorous expressions for the interface positions as functions of time and temperature.
Journal ArticleDOI
Book reviewPhase diagrams in metallurgy: by Frederick N. Rhines. 340 pages, illustrations, 6 × 9 in. New York, McGraw-Hill Book Co., Inc., 1956. Price, $12.00
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Diffusion in multicomponent metallic systems. III. The motion of planar phase interfaces
TL;DR: Onsager's phenomenological scheme is adapted to unidimensional diffusion in a multiphase, multicomponent system with constant diffusion coefficients as discussed by the authors, subject to initial conditions corresponding to...