Model identiΓΏcation is a crucial step in time-series modelling. The orthodox Box-Jenkins (BJ) identiΓΏcation examines the patterns of the sample autocorrelation function (SACF) and the sample partial autocorrelation function (SPACF). However, for mixed ARMA processes, the SACF and SPACF often exhibit
A comparison of some mixing models for crystalline silicate solid solutions
β Scribed by Roger Powell
- Publisher
- Springer
- Year
- 1974
- Tongue
- English
- Weight
- 505 KB
- Volume
- 46
- Category
- Article
- ISSN
- 0010-7999
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β¦ Synopsis
Activity-composition relations for silicate solid solutions, which are necessary for equilibrium calculations on mineral assemblages, can be calculated from the compositions of coexisting minerals with ~ suitable mixing model. Three mixing models are considered; the subregular model, the Van Laar model and Green's model. The mixing properties calculated from solvi are compared with experimentally measured mixing properties for the systems NaC1--KC1 and Zn--Co olivines for the different models. Green's model appears to be the most reliable, ~nd the subregular model the least reliable. An equilibrium calculation on the assemblage alkali fcldspar--pyroxene--quartz using activities calculated from the alkali feldspar solvus shows the considerable difference between the results from the different models.
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