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Quantitative structural analyses and numerical modelling of ...

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118 L. BARATOUX ETAL.Plagioclase - western belt(010) (001)N= 1509 MD = 3.64 9 MD = 3.93 9 MD = 3.169 MD = 5.23 9 MD = 4.39 9 MD = 5.41Lower hemisphere 9 MD = 6.00 9 MD = 4.38 9 MD = 4.77Fig. 15. Point <strong>and</strong> contour pole figures <strong>of</strong> plagioclase CPO in the western belt (lower hemisphere, equal areaprojections). Diagrams are contoured as multiples (0.5, 1.0, 1.5, 2.0, 2.5 .... • ) <strong>of</strong> uniform distribution. MD ismaximum density <strong>of</strong> data in the contour diagrams. Foliation is represented by the horizontal line, lineation is trendingE-W.rotation recrystallization mechanisms. The CPOis strong <strong>and</strong> indicates a possible activity <strong>of</strong>the (001)[110] slip system.The mylonitic stage is characterized by subequantshapes <strong>of</strong> recrystallized plagioclasegrains (low aspect ratios) with straight boundaries,weak shape preferred orientation <strong>and</strong>slightly higher degree <strong>of</strong> GBPO compared tothe protomylonite. Recrystallized grains showincreasing grain sizes compared to protomyloniticstage. Compositional zoning in plagioclaseindicates syndeformational growth <strong>of</strong> matrixgrains (Sodre Borges & White 1980). The plagioclaseCPO in the mylonite is fairly weak. Theseobservations suggest that grain boundary sliding(Boullier & Gu6guen 1975; Lapworth et al.2002), accompanied by some component <strong>of</strong>crystal plastic deformation in plagioclase, wasthe dominant deformation mechanism. Mixing<strong>of</strong> amphibole <strong>and</strong> ptagioclase grains could beanother argument for the presence <strong>of</strong> grainboundary sliding. Rosenberg & Sttinitz (2003)suggested for the syntectonically cooled <strong>and</strong>deformed Bergell tonalite that mixing <strong>of</strong> plagioclase<strong>and</strong> biotite in a fine-grained matrix togetherwith weakening <strong>of</strong> CPO implied a mechanism <strong>of</strong>diffusion-accommodated grain boundary sliding.A switch <strong>of</strong> deformation mechanism from dislocationcreep to grain size sensitive (GSS) flowdue to strain s<strong>of</strong>tening <strong>and</strong> grain size reduction iswell known from quartzo-feldspathic rocks (e.g.Walker et al. 1990; Tullis & Yund 1991). Verysmall grain size is required for activation <strong>of</strong>GSS deformation: 'less than 10 ~m' byBoullier & Gu~guen (1975), 2-16 &m by Tullis& Yund (1991), <strong>and</strong> 3-30 p~m by Stfinitz &Fitz Gerald (1993). However, some studiessuggest grain boundary sliding deformation forgrain sizes <strong>of</strong> 100-150 I-~m for plagioclase(Jensen & Starkey 1985), 24-41 I~m for mixedplagioclase-hornblende layers (Kruse & Stfinitz1999), <strong>and</strong> 100-250 p,m for plagioclase(Lapworth et al. 2002). In our samples withweak or r<strong>and</strong>om CPO, the grain size variesbetween 30 <strong>and</strong> 150 txm. The occurrence <strong>of</strong>grain-boundary diffusion creep for such grainsize may be explained by very low strain rates(Fliervoet et al. 1999; Lapworth et al. 2002).Fine-grained plagioclases from high-straindomains adjacent to amphibole porphyroclasts<strong>and</strong> matrix plagioclase grains in ultramylonitesshow a decrease in average grain size coupledwith increased aspect ratios, strong SPO <strong>and</strong>GBPO. The CPO is strong for the ultramylon_itesample, suggesting activation <strong>of</strong> a (021) 1/2 [ 112]slip system. These features may indicate thatat very high strains the grain size sensitiveflow becomes less important in plagioclase.270

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