Abstract A geometrical description is presented which demonstrates that the core structure of static dislocations in α- and β-quartz can be electrostatically neutral. However, to preserve neutrality during dislocation multiplication and glide, it is postulated that water has to be extracted from nearby sources. This is relatively easy if the water is distributed as water molecules in interstitial solution but not if it is present in the form of droplets of second phase, because extraction of water from bubbles requires simultaneous bulk diffusion of silicon and oxygen. As a consequence, the activation energy for secondary creep is increased from 18 kcal mole−1, the value for diffusion of hydroxyl ions, to 31 kcal mole−1, the value for self-diffusion of oxygen in quartz. The direct observation of phase separation of water suggests a new interpretation for the well-known effect of superposed hydrostatic pressure on the plasticity of quartz, namely that it suppresses such phase separation and thereby maintains the supply of water to dislocations.
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