SOLUTION OF CRYSTAL GROWTH DISORDER MODELS BY IMPOSITION OF SYMMETRY.

Welberry, T. R.

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SOLUTION OF CRYSTAL GROWTH DISORDER MODELS BY IMPOSITION OF SYMMETRY.

Date

1977

Authors

Welberry, T. R.

Abstract

By considering the relation between Ising models and growth models, solutions have been obtained for a class of growth models in which symmetry has been imposed on the statistical properties of the lattices. It has been found that when mm symmetry is imposed the resulting two-point correlation field has an extremely simple form even though considerable diversity of three- and four-point correlations may still exist.

URI

https://dspace-test.anu.edu.au/handle/1885/733727428

Collections

DevOps Pure Testing

Source

Proc R Soc London Ser A

Type

Article

DOI

10.1098/rspa.1977.0039

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SOLUTION OF CRYSTAL GROWTH DISORDER MODELS BY IMPOSITION OF SYMMETRY.

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