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PRECURSOR AND RHEOLOGY OF VARISCAN GRANULITES 117equi-dimensional mosaic (Fig. 5e). Transposition <strong>of</strong> S1compositional layering into the S2 fabric via rotation<strong>and</strong> attenuation suggests intense deformation duringD2 (Fig. 9a). The quartz b<strong>and</strong>s inherited from S1disintegrated to form the ribbons parallel to S2 <strong>and</strong>were further dynamically recrystallized along ribbonboundaries, leading to significant reduction <strong>of</strong> quartzgrain size (Fig. 11a). Numerous new small quartzgrains nucleated in triple junctions <strong>of</strong> feldspar grains inthe matrix. The garnet grains became dispersed in thematrix <strong>and</strong> kyanite crystals deformed by kinking.Isolated biotite flakes lie parallel to S2 <strong>and</strong>, togetherwith quartz ribbons, define a strong L > S fabric.Areal analysis <strong>of</strong> a Type II matrix region covering100 feldspar grains yields an average feldspar composition<strong>of</strong> 56.4% Or, 35.9% Ab <strong>and</strong> 7.7% An(Fig. 7a). The average composition <strong>of</strong> the K-feldspar is84.7% Or, 13.5% Ab <strong>and</strong> 1.8% An, <strong>and</strong> the plagioclaseis composed <strong>of</strong> 1.8% Or, 74.6% Ab <strong>and</strong> 23.6%An.Two compositional maps acquired from the feldspar-dominatedmatrix (one depicted in Fig. 10b)reveal typical mild zoning <strong>of</strong> K-feldspar, reflectingthe loss <strong>of</strong> Na around grain boundaries. Plagioclaseexhibits uniform An 23 composition with a weakincrease <strong>of</strong> 2–3% anorthite content towards rims.Locally, thin films <strong>of</strong> albite occur along plagioclase–K-feldspar <strong>and</strong> K-feldspar–K-feldspar boundaries;they are significantly thinner than rims in the Type Imicrostructure.Type III: microstructure <strong>of</strong> S3 amphibolite facies fabricThe S3 fabrics prevailing in the felsic granulites <strong>of</strong> theBLG reveal highly variable degrees <strong>of</strong> retrogression<strong>of</strong> the previous mineral assemblage. Contemporaneoushydration <strong>of</strong> granulites heterogeneously increasestowards the boundaries <strong>of</strong> the granulite massif, whereit is accompanied by widespread partial melting <strong>and</strong>segregation <strong>of</strong> the melt into mm–dm thick b<strong>and</strong>sparallel to S3 (Kodym, 1972; Franeˇk et al., 2006). Thequartz, K-feldspar <strong>and</strong> plagioclase show irregulargrain boundaries <strong>and</strong> develop into monomineralicaggregates (Fig. 12), whereas the quartz ribbons typicalfor the S2 entirely disappear. The aspect ratios <strong>of</strong>quartz grains significantly decrease, compared with theS2 fabric, in conjunction with coarsening <strong>of</strong> feldsparmosaic (Figs 5f & 11b). The abundant biotite flakeslie parallel to the foliation planes <strong>and</strong> sillimanite insome instances defines the lineation. The resulting S3microstructure resembles a common Bt + Sil ± Grtorthogneiss more than a retrograde granulite.In order to eliminate the effect <strong>of</strong> strain localizationinto melt b<strong>and</strong>s or biotite stripes that developed duringD3, only macroscopically homogeneous S3 sampleswith dispersed biotite were studied. The petrology <strong>and</strong>microchemistry <strong>of</strong> a steep fabric from a neighbouringKrˇisˇťanov Granulite Massif, analogous to the S3 in theBLG, are given in Verner et al. (2007).<strong>Quantitative</strong> micro<strong>structural</strong> analysisThe previous section defined three types <strong>of</strong> microstructuresdeveloped from the coarse-grained precursor<strong>of</strong> the felsic granulites: Type I corresponds togranular microstructure inside coarse perthite <strong>and</strong> atransitional type in the vicinity <strong>of</strong> coarse perthitegrains; Type II microstructure corresponds to thepervasively developed granulitic S2 fabric; <strong>and</strong> TypeIII microstructure corresponds to the S3 fabric developedunder amphibolite facies conditions. Accordingto the principle <strong>of</strong> fabric superposition (Wilson, 1961),the succession <strong>of</strong> micro<strong>structural</strong> types is seen as anevolutionary micro<strong>structural</strong> trend reflecting deformationstages along the exhumation path <strong>of</strong> thegranulites. The coarse-grained orthogneiss precursormicrostructure cannot be sufficiently describedusing quantitative methods. In order to comparethe three micro<strong>structural</strong> stages, we have quantifiedseveral parameters characterizing the microstructuresusing the PolyLX toolbox (Lexa et al., 2005) forthe MATLAB TMs<strong>of</strong>tware package <strong>and</strong> CSD-correctionprogram (e.g. Higgins, 1998). Four thin sections orientedparallel to the lineation <strong>and</strong> perpendicular to thefoliation (XZ sections) from representative samples <strong>of</strong>the S2 (956 & 1252 grains) <strong>and</strong> S3 fabrics (848 & 886grains) were digitalized in an ArcView GIS environment(Fig. 11a,b) <strong>and</strong> analysed by the PolyLX <strong>and</strong>CSD-correction s<strong>of</strong>tware. In order to obtain statisticallysignificant results, we have merged four areas <strong>of</strong>the Type I microstructure yielding 801 grains. Beforemerging, the individual areas were rotated with respectto the trace <strong>of</strong> S2. In addition, the transitional matrixarea at the boundary between the perthite <strong>and</strong> D2matrix was digitalized, covering 868 grains.Different micro<strong>structural</strong> types have been quantifiedin plots <strong>of</strong> bulk grain-boundary preferred orientation(GBPO) against contact frequencies (Fig. 12) <strong>and</strong>slope <strong>of</strong> linear regression from crystal size distribution(CSD) analysis v. regression intercept (Fig. 13). Thegrain size as well as other quantitative characteristicsare statistically evaluated in Table 2, more detaileddescription <strong>of</strong> the quantitative data is given inAppendix S1.The contact frequency method (Kretz, 1969)compares the observed (O) count <strong>of</strong> contacts betweentwo minerals with the value expected (E) for a perfectlyr<strong>and</strong>om distribution. The calculation involves modalproportions <strong>of</strong> phases, only a scatter in grain size maycause a limited uncertainty <strong>of</strong> the results. The boundariesare designated as Ôlike–likeÕ for contacts betweengrains <strong>of</strong> one phase or ÔunlikeÕ for the case <strong>of</strong> boundarybetween two different phases. The resulting v 2 -value(O ) E) ⁄ sqrt(E) is a measure <strong>of</strong> the deviation <strong>of</strong>mineral spatial distribution from r<strong>and</strong>om. It is positivefor like–like contacts <strong>and</strong> negative for unlike contactsif the corresponding microstructure tends to formmonomineralic aggregates (Lexa et al., 2005). On theother h<strong>and</strong>, the unlike contacts exhibit positive values,Ó 2010 Blackwell Publishing Ltd355

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