11:00 AM - 1:00 PM
[MGI32-P01] Experimental study on anisotropy of rock thermal properties:
A case study using Mio-Pleistocene sedimentary soft rocks
Keywords:thermal properties, anisotropy, sedimentary soft rocks
In this study, the Mio–Pleistocene sedimentary soft rocks were collected from the Miura and Kazusa groups, and a total number of block samples is seven. Block samples taken from the outcrop were cored perpendicular to the bedding plane, and cubic specimens of approximately 35 mm per side were prepared using a rock cutter. In the following, the direction parallel to the bedding plane is called the direction of x-y axis, and the direction orthogonal to it called the direction of z axis. In the following measurements, these specimens were water-saturated by purified water. The thermal properties of the specimens in the z axis and x-y axis directions were measured using the Hot Disk method in two ways: the bulk mode which assumes that the specimens are structurally isotropic, and the anisotropic mode which assumes that the specimens are structurally anisotropic. Furthermore, the elastic wave velocities in the z axis and x-y axis directions were measured by ultrasonic velocity tests.
In these measurements, the elastic wave velocity was larger in the x-y direction than in the z direction. This suggests that the specimens have a structural anisotropy resulted from the bedding structure. Results using the Hot Disk method show that the thermal conductivity tended to be larger in the x-y direction than in the z direction. This suggests that there is anisotropy in thermal conductivity because of samples’ structural anisotropy. The degree of anisotropy of thermal conductivity and the elastic wave velocity was evaluated using the following equation: V(anis.)[%]=100(V(x-y)-V(z))/V(ave.). As a result, the degree of anisotropy of the elastic wave velocity was approximately -7–10%, while the degree of anisotropy of the thermal conductivity was approximately 2–5%. Comparing both of the anisotropic degrees, anisotropy of thermal conductivity is weaker than that of elastic wave velocity. This suggests that heat transfer is less affected by structural anisotropy due to sedimentary lamination than elastic wave propagation.