2015
DOI: 10.1007/s00603-015-0875-y
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A Novel Mogi Type True Triaxial Testing Apparatus and Its Use to Obtain Complete Stress–Strain Curves of Hard Rocks

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Cited by 199 publications
(42 citation statements)
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“…We have already used the same cores to study the influence of the intermediate principal stress (σ 2 ) on the permeability evolution during true triaxial compression [41]. Although this paper emphasizes the effect of confining pressure (P c ) on the strain-permeability behavior of mudstone, which can be tested by a conventional triaxial apparatus with a cylindrical specimen, the true triaxial apparatus for rocks [41][42][43][44][45] at the Institute of Rock and Soil Mechanics, Chinese Academy of Sciences, which can exert three stresses independently, was still employed in this study because the specimen usually failed with a relatively flat fault parallel to σ 2 [42,[46][47][48]; the flow in the σ 2 direction can still be regarded as a one-dimensional flow. In contrast, the fault of the specimen in the CTC is not only very rough but also oblique to the flow direction [40,49] and the fluid flow inside the specimen near or after failure cannot be approximated as a one-dimensional flow; therefore, the cores in this study were also processed into cuboid specimens of 5 cm square by 10 cm long ( Figure 1) and the permeability in the σ 2 direction was monitored during deviatoric loading.…”
Section: Specimen Apparatus and Experimental Proceduresmentioning
confidence: 99%
“…We have already used the same cores to study the influence of the intermediate principal stress (σ 2 ) on the permeability evolution during true triaxial compression [41]. Although this paper emphasizes the effect of confining pressure (P c ) on the strain-permeability behavior of mudstone, which can be tested by a conventional triaxial apparatus with a cylindrical specimen, the true triaxial apparatus for rocks [41][42][43][44][45] at the Institute of Rock and Soil Mechanics, Chinese Academy of Sciences, which can exert three stresses independently, was still employed in this study because the specimen usually failed with a relatively flat fault parallel to σ 2 [42,[46][47][48]; the flow in the σ 2 direction can still be regarded as a one-dimensional flow. In contrast, the fault of the specimen in the CTC is not only very rough but also oblique to the flow direction [40,49] and the fluid flow inside the specimen near or after failure cannot be approximated as a one-dimensional flow; therefore, the cores in this study were also processed into cuboid specimens of 5 cm square by 10 cm long ( Figure 1) and the permeability in the σ 2 direction was monitored during deviatoric loading.…”
Section: Specimen Apparatus and Experimental Proceduresmentioning
confidence: 99%
“…Although many true triaxial compressive tests have demonstrated that the strength of rocks can be increased by increasing σ 2 , the strength of this mudstone was not affected, which is illustrated by the 6% relative difference between the maximum and minimum strengths. The effect may be weak and unobservable because of the dispersion of the results.…”
Section: Resultsmentioning
confidence: 99%
“…[21][22][23][24] The intermediate principal stress σ 2 has been shown to have a significant effect on the strength and deformation properties of rocks, and the ductility of rocks can be decreased by increasing σ 2 . [25][26][27] However, other than Takahashi et al, 28 Al-Harthy et al, 29 and Li, 11 who studied the permeability characteristics of sandstone in true triaxial stress environments, few studies have investigated the influence of σ 2 on the permeability of mudstone. In this work, the permeability of mudstone in a complete stress-strain process is tested under different σ 2 conditions using a true triaxial testing system, and the impact of σ 2 on the permeability evolution characteristics of mudstone during compression is discussed.…”
Section: Introductionmentioning
confidence: 99%
“…Experimental and numerical studies have demonstrated that rock failures are violent when LSS < λ (Cook 1965;Feng et al 2016;He et al 2015;Hudson et al 1972;Manouchehrian and Cai 2015;Zhao and Cai 2014). Unfortunately, ∆E in in these studies was not isolated to examine the influence of ∆E t on rock instability.…”
Section: Energy Transfer Energy Transfer Energy Transfermentioning
confidence: 99%