The derivation of stable unary phase diagrams through the use of dual networks

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ID: 308277
1965
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Abstract
Unary phase diagrams of stable equilibria can be derived with the aid of Dual networks. For each basic form of these phase diagrams there exists a unique Dual network. In addition, the elements of the two are related by a one-to-one correspondence such that areas correspond to points and line intervals to line segments. Systems with up to 7 phases yield 86 different diagrams, all of which are presented here, together with the corresponding Dual networks. Solutions for 8 and 9 phases are tabulated. The results are helpful for deriving metastable diagrams and diagrams for more than one component.
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openalex_W2318510228 Use this key to autocite in the manuscript while using SciMatic Manuscript Manager or Thesis Manager
Authors F. B. Kujawa, Casey Dunning, Hans P. Eugster
Journal american journal of science
Year 1965
DOI
10.2475/ajs.263.5.429
URL
https://ajs.scholasticahq.com/article/61412.pdf
Keywords Keywords not found

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