2010
DOI: 10.1016/s1572-4859(09)01604-0
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Chapter 95 Dislocations in Minerals

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Cited by 23 publications
(15 citation statements)
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“…For micro-pillars of geological calcite after significant plastic deformation, a large number of dislocations were generated, where individual dislocation lines are highly curved without well-defined geometries, a characteristic of dislocations in calcite (Fig. 5a, b) 36 . It has long been known that geological calcite deforms plastically via deformation twinning and slip, particularly at elevated temperatures and confined hydrostatic pressures [37][38][39] .…”
Section: Resultsmentioning
confidence: 99%
“…For micro-pillars of geological calcite after significant plastic deformation, a large number of dislocations were generated, where individual dislocation lines are highly curved without well-defined geometries, a characteristic of dislocations in calcite (Fig. 5a, b) 36 . It has long been known that geological calcite deforms plastically via deformation twinning and slip, particularly at elevated temperatures and confined hydrostatic pressures [37][38][39] .…”
Section: Resultsmentioning
confidence: 99%
“…The lattices of minerals contain a variety of defects associated with deviations from a periodic arrangement of atoms. These defects may develop both during crystal growth (Klapper ) and subsequent deformation and recrystallisation (e.g., Barber et al ). They are important because such defects are critical in controlling mineral properties, behaviour, and the mechanisms of intracrystalline element mobility, and there is a clear and important link between incompatible trace element distribution and the formation and evolution of mineral defects (Buseck and Veblen , Argunova et al , Zhang et al , Camacho et al , Zhang and Wright , Wu and Buseck ).…”
Section: Geoscience Applicationsmentioning
confidence: 99%
“…which, if the yield functions are coupled, provides the following evolution laws for the internal variables: [Barber et al, 2010] with permission from Elsevier. Bottom photograph: micrograph courtesy of Zsolt Schléder and Janos Urai: domal salt from the Klodawa diapir in Poland [Schléder et al, 2007, Urai et al, 1987 in which the Lagrangian multipliers are obtained by using the consistency conditions:…”
Section: Healing Mechanicsmentioning
confidence: 99%