MRF: A FORTRAN IV computer program for the generation of univariant phase equilibria

A. S. Andrew; J. Linde

doi:10.1016/0098-3004(80)90031-X

MRF: A FORTRAN IV computer program for the generation of univariant phase equilibria

A. S. Andrew^*, J. Linde

^*Corresponding author for this work

Research output: Contribution to journal › Article › peer-review

2 Citations (Scopus)

Abstract

A computer program, MRF, has been designed to generate all possible equations for chemical reactions between a chosen set of phases. All subsets of the phases are chosen and arranged into an equation and balanced using the formula Ax = b. A is a m × n matrix of rank n composed of n compositional vectors, b is a m dimensional vector and x is a (n + 1) dimensional vector of reaction coefficients. A m × n matrix also allows the solution to be independent of the components chosen. Provision is made for the exclusion of up to 5-phase assemblages.

Original language	English
Pages (from-to)	227-236
Number of pages	10
Journal	Computers and Geosciences
Volume	6
Issue number	3
DOIs	https://doi.org/10.1016/0098-3004(80)90031-X
Publication status	Published - 1980
Externally published	Yes

Keywords

Generation of reactions between phases
Geochemistry
Petrology
Univariant phase equilibria

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10.1016/0098-3004(80)90031-X

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abstract = "A computer program, MRF, has been designed to generate all possible equations for chemical reactions between a chosen set of phases. All subsets of the phases are chosen and arranged into an equation and balanced using the formula Ax = b. A is a m × n matrix of rank n composed of n compositional vectors, b is a m dimensional vector and x is a (n + 1) dimensional vector of reaction coefficients. A m × n matrix also allows the solution to be independent of the components chosen. Provision is made for the exclusion of up to 5-phase assemblages.",

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AB - A computer program, MRF, has been designed to generate all possible equations for chemical reactions between a chosen set of phases. All subsets of the phases are chosen and arranged into an equation and balanced using the formula Ax = b. A is a m × n matrix of rank n composed of n compositional vectors, b is a m dimensional vector and x is a (n + 1) dimensional vector of reaction coefficients. A m × n matrix also allows the solution to be independent of the components chosen. Provision is made for the exclusion of up to 5-phase assemblages.

KW - Generation of reactions between phases

KW - Geochemistry

KW - Petrology

KW - Univariant phase equilibria

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ER -

MRF: A FORTRAN IV computer program for the generation of univariant phase equilibria

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Keywords

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