Enumeration of melting diagrams of three-component systems with stoichiometric compounds
Victor I. Kosyakov, Vladimir A. Shestakov, Eugeniy V. Grachev · Russian Journal of Inorganic Chemistry · 2010
The topologic isomorphism of polyhedra having trivalent vertexes and phase diagrams of three-component systems allows the reduction of the problem of constructing the complete set of topologic types of diagrams having given characteristics to the problem of generating labeled cubic graphs. Each of them is the Schlegel projection of some polyhedron on one of its faces. This work is concerned with the problem of enumeration possible topologic types of phase diagrams containing M binary and N ternary stoichiometric compounds. Relations between the topologic characteristics of these diagrams are presented. A great variety of types of diagrams of the class in question is demonstrated.