1990
DOI: 10.1007/bf00212215
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Lattice dynamics of andalusite: Prediction and experiment

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Cited by 23 publications
(4 citation statements)
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“…One possibility is that the peak at 690 cm −1 relates to stretching modes in five-fold-coordinated AlO 5 polyhedra. A significant absorption peak near 690 cm −1 has been observed by several authors for the aluminosilicate andalusite (Al 2 SiO 4 ) [235]- [237], in which Al is distributed equally between five-and six-fold coordinated sites (AlO 5 and AlO 6 ) [238]. This peak is not observed for the compositionally identical orthosilicates sillimanite and kyanite, which do not feature AlO 5 coordination [238].…”
Section: Al-o Bondsmentioning
confidence: 84%
“…One possibility is that the peak at 690 cm −1 relates to stretching modes in five-fold-coordinated AlO 5 polyhedra. A significant absorption peak near 690 cm −1 has been observed by several authors for the aluminosilicate andalusite (Al 2 SiO 4 ) [235]- [237], in which Al is distributed equally between five-and six-fold coordinated sites (AlO 5 and AlO 6 ) [238]. This peak is not observed for the compositionally identical orthosilicates sillimanite and kyanite, which do not feature AlO 5 coordination [238].…”
Section: Al-o Bondsmentioning
confidence: 84%
“…71 The ambient phase of this framework structure contains four-coordinate Si atoms. 80 Lattice-dynamical calculations using well-established interaction potentials optimised for aluminosilicates 81 indicate that the framework undergoes a correlated reorganisation between 30 and 40 GPa that increases the Si coordination number from four to five. 71 All original bonding connectivity is preserved in this process (only new bonds are formed), and there is no change in crystal symmetry; such a transition is necessarily first-order in nature.…”
Section: Ferroelasticsmentioning
confidence: 99%
“…Here we use the simple ionic shell model, which proved to be suf®ciently good to describe the lattice dynamics of silicate minerals (Burnham, 1990), including the Al 2 SiO 5 polymorphs (Winkler & Buehrer, 1990;Rao et al, 1999). The total lattice energy is given by…”
Section: Semiclassical Calculationsmentioning
confidence: 99%