Civil Engineering Reference
In-Depth Information
The change of permeability of discontinuities subjected to a normal compressive stress
and a shear stress can be measured in so-called “coupled shear-fl ow tests”. Such tests
were carried out inter alia by Makurat (1985), Dillo (1991), Gentier et al. (1997), Gen-
tier et al. (1998), Olsson (1998), Olsson (1999), Esaki et al. (1999) and Li et al. (2008).
For example, Esaki et al. (1999) conducted coupled shear-fl ow tests under a constant
hydraulic gradient and different constant normal stress levels on granite specimens with
artifi cially created rough joints. In these tests at fi rst a shear displacement
δ
s,D
up to
20 mm was accomplished and then a shear displacement was conducted in the reverse
direction. Permeability was determined at each step of shearing by keeping the shear
displacement constant until steady-state fl ow conditions were achieved. Shear stress
τ
res
and normal displacement of the specimen
δ
n
were recorded continuously. Normal dis-
placement of the discontinuity
δ
n,D
, and thus mean aperture , was determined by
subtracting the compression of the intact rock from the total normal displacement of
the specimen. Hydraulic aperture (2a
i
)
h
was back-calculated from fl ow rate measure-
ments using the cubic law for specifi c fl ow Q
s
according to Equation (6.16).
In Fig 7.6 (left) mean and hydraulic apertures versus
δ
s,D
are represented for a test with
an applied normal stress of
σ
n
= 1 MPa. Accordingly, the mean aperture increased with
increasing shear displacement. After a shear displacement of 20 mm a dilatant normal
displacement of some 3 mm occurred. In contrast, the hydraulic aperture approached a
constant value with increasing shear displacement.
The permeability of the discontinuity k
d
calculated according to Equation (6.19) in
tests with stress levels of
σ
n
= 20 MPa increased with increasing shear
displacement by one to two orders of magnitude for the fi rst 5 mm and then gradually
approached to a constant value. During reverse shearing the permeability took on sim-
ilar values to those for forward shearing (Fig. 7.6, right).
σ
n
= 1 MPa and
Figure 7.6
Results of coupled shear-fl ow tests on a rough artifi cial joint in granite (Esaki et al. 1999)
Similar results were obtained in coupled shear-fl ow tests carried out on natural granite
joints by Olsson (1998 and 1999).
The constant hydraulic aperture and permeability after reaching a particular shear
displacement was explained by roughness degradation and reduction of joint vol-
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