10.07.2015 Views

Quantitative structural analyses and numerical modelling of ...

Quantitative structural analyses and numerical modelling of ...

Quantitative structural analyses and numerical modelling of ...

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

B10406SCHULMANN ET AL.: RHEOLOGY OF PARTIALLY MOLTEN GNEISSESB10406Figure 9. (a) Grain size statistics for the studied samples presented in box-<strong>and</strong>-whiskers diagrams.Horizontal axis corresponds to the ferret diameter <strong>of</strong> grain size in micrometers, <strong>and</strong> the thick barrepresents the median <strong>of</strong> grain size distribution. Vertical axis shows samples arranged according to thedegree <strong>of</strong> deformation from least deformed S1 to most intensely deformed sample V1. B2 represents anexceptionally coarse-grained mylonitic b<strong>and</strong>ed orthogneiss. For each sample the plagioclase grain sizestatistics for interstitial phases (I = Pl2 grains), <strong>and</strong> for recrystallized grains forming aggregates (A = Pl1grains) are shown. The number <strong>of</strong> grains is indicated. Grain size distributions <strong>of</strong> isolated quartz in thematrix <strong>and</strong> quartz grains forming centimetric ribbons or augen are also differentiated. This diagram showsprogressive coarsening <strong>of</strong> both Pl1 (aggregate) <strong>and</strong> Pl2 (interstitial) grains. (b) Plot <strong>of</strong> crystal sizedistribution (CSD) for plagioclases (I = Pl2 interstitial grain, A = Pl1 recrystallized grains in aggregates).N 0 ln(mm 4 ) values on vertical axis represent density <strong>of</strong> grains per volume, <strong>and</strong> dimensionless Gt valuesreflect the grain size frequency distribution. This diagrams show decrease <strong>of</strong> N 0 values <strong>and</strong> increase <strong>of</strong> Gtvalues which in classical CSD plots represent decreasing values <strong>of</strong> the intercept <strong>of</strong> the CSD curve withvertical axis associated with decreasing slope [Higgins, 1998]. In the CSD theory this evolution meansdecreasing nucleation rate <strong>and</strong> increasing growth rate contribution to the shape <strong>of</strong> the grain size frequencyhistogram [Lexa et al., 2005].contacts <strong>of</strong> the two major minerals against each other [e.g.,McLellan, 1983]. Lexa et al. [2005] proposed a newdiagram where the c valuec ¼ Observed pffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiExpectedExpectedis plotted against the ratio <strong>of</strong> orientation tensor eigenvaluesthat represent the degree <strong>of</strong> GBPO. If the solidified melt isidentified in a rock the GBPO may yield information aboutthe types <strong>of</strong> channel networks as defined by Sawyer [2001]<strong>and</strong> quantified by Hasalová etal.[2008] <strong>and</strong> Závada et al.[2007].[25] In this work we use a method proposed by Lexa et al.[2005] where the grain contact frequencies are used toassess the character <strong>of</strong> the spatial distributions <strong>of</strong> grainboundaries. Figure 11a shows that the plagioclase like-likecontacts for the Type I metagranite plots in an intermediatepart <strong>of</strong> the diagram <strong>and</strong> is characterized by a rather smallaggregate distribution. This is due to the presence <strong>of</strong> the twoplagioclase populations resulting from the recrystallization<strong>of</strong> the large plagioclase crystals (high aggregate distribution)<strong>and</strong> from the disintegration <strong>of</strong> the large alkalinefeldspar crystals into a mixture <strong>of</strong> albite <strong>and</strong> K-feldspar(Figure 4). With increasing deformation a clear evolution <strong>of</strong>the grain contact frequency toward strongly aggregateddistribution for weakly deformed samples <strong>of</strong> the Type IImicrostructure can be observed. This is probably due to thecoalescence <strong>of</strong> feldspar <strong>and</strong> plagioclase layers. At very highstrain intensities the plagioclase grain contact frequenciesevolve toward the r<strong>and</strong>om or regular types <strong>of</strong> distribution inType III microstructure. This type <strong>of</strong> evolution indicates analmost perfect mixing <strong>of</strong> the plagioclase with other mineralphases. The degree <strong>of</strong> GBPO <strong>of</strong> the like-like boundaries forplagioclase does not evolve with the above described trendbut remains rather constant for any degree <strong>of</strong> the finitestrain. The K-feldspar grain contact frequency shows asimilar behavior to the plagioclase but for some samples arather strong GBPO coupled with a decreasing grain contactfrequency was observed. The evolution <strong>of</strong> the unlikeplagioclase-K-feldspar grain boundaries exactly mirrorsthe evolution <strong>of</strong> the plagioclase like-like contact frequencybehavior (Figure 11b). For the observed constant grain sizeit is a geometrical necessity that an increase <strong>of</strong> the like-likecontacts causes a corresponding decrease <strong>of</strong> the unlikecontacts <strong>of</strong> feldspars.6. Crystallographic Preferred Orientation[26] The lattice-preferred orientation (LPO) <strong>of</strong> quartz,plagioclase <strong>and</strong> K-feldspar was determined using the electronbackscatter diffraction (EBSD) technique [Bascou et9<strong>of</strong>20303

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!