C. Lu et I. Jackson, Seismic-frequency laboratory measurements of shear mode viscoelasticity incrustal rocks - II: Thermally stressed quartzite and granite, PUR A GEOPH, 153(2-4), 1998, pp. 441-473
Forced torsional oscillation techniques have been used to explore the seism
ic-frequency shear mode viscoelasticity of specimens of two crustal rocks (
Cape Sorell quartzite and Delegate aplite), cycled between room temperature
and 700 degrees C under conditions of moderate confining pressure. The ani
sotropy and intergranular inhomogeneity of thermal expansivity in these mat
erials give rise to large deviatoric stresses, resulting in thermal crackin
g at temperatures above a pressure-dependent threshold temperature, associa
ted with the onset of very pronounced temperature sensitivity of the shear
modulus, in general accord with the predictions of fracture mechanics model
s. For Delegate aplite in particular, the shear modulus behaves reproducibl
y during multiple thermal cycles at different confining pressures, consiste
nt with the notion that the thermal cracks are of low aspect ratio (minimum
/maximum dimension), and are therefore readily closed by the prevailing con
fining pressure once the thermal stresses are removed. Marked frequency-dep
endent dissipation of shear strain energy is observed on heating each rock
to temperatures greater than or equal to 500 degrees C, although the attenu
ation varies significantly with prior thermal history, probably as a result
of progressive dehydration and relaxation of deviatoric stresses. Temperat
ure and pressure dependent crack densities For Delegate aplite have been es
timated by comparison of the observed shear moduli with those expected for
a crack-free aggregate. In parallel with the forced oscillation tests, meas
urements have been made of the rate at which (argon) pore pressure equilibr
ium is re-established following a perturbation. Combination of these result
s, which provide a proxy for permeability, with the inferred crack densitie
s indicates that the variation of permeability with crack density is well d
escribed by a percolation model with a threshold crack density of similar t
o 0.2.