2008
DOI: 10.1029/2008jb005815
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Compaction of granular quartz under hydrothermal conditions: Controlling mechanisms and grain boundary processes

Abstract: [1] We report isostatic compaction experiments performed on granular quartz under hydrothermal conditions (3-129 mm of initial grain size, 300-600°C, 200 MPa of fluid pressure, and 25-100 MPa of effective pressure). From microstructural evidence, it was determined that, whereas microcracking controlled precompaction at room temperature, pressure solution was the main mechanism during hydrothermal compaction, although a role of microcracking could not be excluded entirely. Our mechanical data, together with the… Show more

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Cited by 33 publications
(50 citation statements)
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References 59 publications
(159 reference statements)
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“…Note, however, that empirical laws have also been experimentally measured and showed another category of strain-stress relationship where 1) a dependence of the strain rate on the total strain was observed van Noort et al, 2008a); 2) the strain rate displays a power law dependence on time during deformation along a single contact Dysthe et al, 2003) or during compaction of aggregates (Chester et al, 2007;Croize et al, 2010b;Renard et al, 2001). Such power law behaviour in time was related either to some dynamics of grain boundary roughness, or the presence of another mechanism of deformation, for example subcritical crack growth or fracturing processes (Gratier, 2011b;Gratier et al, 1999), that acted concomitantly with pressure solution creep.…”
Section: Rate Laws For Aggregate Deformation: the Non-linear Casementioning
confidence: 99%
See 1 more Smart Citation
“…Note, however, that empirical laws have also been experimentally measured and showed another category of strain-stress relationship where 1) a dependence of the strain rate on the total strain was observed van Noort et al, 2008a); 2) the strain rate displays a power law dependence on time during deformation along a single contact Dysthe et al, 2003) or during compaction of aggregates (Chester et al, 2007;Croize et al, 2010b;Renard et al, 2001). Such power law behaviour in time was related either to some dynamics of grain boundary roughness, or the presence of another mechanism of deformation, for example subcritical crack growth or fracturing processes (Gratier, 2011b;Gratier et al, 1999), that acted concomitantly with pressure solution creep.…”
Section: Rate Laws For Aggregate Deformation: the Non-linear Casementioning
confidence: 99%
“…In such system, the diffusive transport of solutes along the grain-grain boundary can become the limiting step for deformation and the diffusion distance can be either the grain contact radius (Robin, 1978;Weyl, 1959) or the size of the actual contacts (den Brok, 1998;Gratz, 1991) in the island-and-channel model of grain boundary. Such an approach of dynamic grain contact was used to model pressure solution creep rate for complex contacts van Noort et al, 2008a).…”
Section: Grinfeld Instabilitymentioning
confidence: 99%
“…Niemeijer et al, 2002;van Noort et al, 2008]. As discussed in Appendix A, strain rates resulting from dissolution or pressure solution processes alone can easily be estimated for the experimental conditions employed (room temperature, pH 3-11), using the dissolution rate data for quartz given by Brady and Walther [1990] and the pressure solution model of Spiers et al [2004], assuming a simple cubic pack of spherical grains.…”
Section: Mechanisms Of Compaction Creep In the Wet Quartz Experimentsmentioning
confidence: 99%
“…[22,105]). This may, for instance, be in the form of thin films or microscale channels, observed to occur during stress-driven dissolution or pressure solution [28,29,120,121]. The initial solid (CaO powder in our experiments) will be considered to consist of a single, pure phase.…”
Section: Model For Foc Development and Application To Cao Hydrationmentioning
confidence: 99%