10:45 AM - 11:00 AM
[SCG62-01] Image analysis of dynamically recrystallized quartz from high-PT deformation experiments: Temperature and strain-rate effects on grain shapes

Keywords:quartz, deformation experiments, recrystallization, dislocation creep, image analysis
Masuda and Fujimura (1981, Tectonophysics) (M&F) deformed agate at 0.4 GPa using a solid-medium apparatus (Kumazawa apparatus) and identified two types of steady-state microstructures: Type S with oblate grains and serrated boundaries at low-T/high strain rate conditions, and Type P with polygonal grains at high-T/low strain rate ones. In contrast, Hirth and Tullis (1992, JSG) (H&T) deformed natural quartzite at 1.5 GPa using a Griggs apparatus and classified deformation and recrystallization microstructures into three regimes. The run products obtained at low-T/high-strain rate conditions (regime 3) resemble Type P of M&F. However, at low-T/high-strain rate conditions, original coarse grains remained in most samples, and recrystallized grain fractions were far smaller than 100%. Thus, whether or not quartz microstructures approach Type S and P of M&F at the steady states under higher confining pressure remains unsolved.
To address pressure dependence of steady-state quartz microstructures, we conducted deformation experiments on agate at 1.5 GPa confining pressure at the temperature and strain-rate conditions (800-1000 deg C, 10-4-10-6 sec-1) that largely cover the previous experiments at 0.4 GPa by M&F, using a new Kumazawa-type apparatus, which enables accurate differential stress measurement via a couple of load cells attached to the upper and lower pistons (Shimizu & Michibayashi, 2022, Minerals). Optical microscopic observations revealed quartz microstructures similar to Type S and P.
For quantitative analysis of grain shapes, we prepared six microphotographs taken under different polar angles. Using an image processing software, the grain boundaries were semi-automatically identified with a gradient filter. We then calculated normalized perimeter PN (perimeter/circumference of an equivalent-area circle), aspect ratio R, and perimeter-area fractal dimension D. Whereas the systematic change of D with strain rate as reported by Takahashi et al. (1998, JSG) was not clearly observed, PN and R monotonically increased from high-T/low-strain rate to low-T/high-strain rate conditions, which enables to capture the Type S/P transition. The optimum S/P boundary values were chosen as PN~1.37 and R~2.30. To further assess the effect of pressure, we conducted an additional experiment at 900 deg C and 10-5 sec-1 under lower confining pressure of 0.4 GPa; M&F obtained a Type P quartz microstructure in the same condition. Our 0.4 GPa sample showed PN = 2.05 and R = 1.40 of Type S. However, compared to the 1.5 GPa run product, which yielded PN = 2.48 and R = 1.45 (Type S), these values were closer to Type P. It is suggested that the S/P boundary shifted slightly toward higher-T/lower-strain rate conditions at higher pressure. A possible reason for this shift is the changes in dominant slip systems with increasing confining pressures.