2019
DOI: 10.1007/s10064-019-01521-2
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Anisotropic constitutive model of pentagonal prism columnar jointed rock mass

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Cited by 22 publications
(9 citation statements)
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“…In the fractured rocks, the thickness of the fracture is thinner than that of the entire rock, and the strength is much lower than that of the complete rock. Therefore, its compressive strength along the direction of joint extension is generally ignored, and only its vertical compressive strength is considered [47]. When analyzing the deterioration mechanism and permeability characteristics of the filling fracture under the coupling field, the influence of the stress field perpendicular to the fracture is considered, and water pressure is used as the volume force to calculate the effective stress inside the rock mass, which determines the deterioration degree of the filling fracture.…”
Section: Stress Field Distribution On the Surface Of The Fracture Filmentioning
confidence: 99%
“…In the fractured rocks, the thickness of the fracture is thinner than that of the entire rock, and the strength is much lower than that of the complete rock. Therefore, its compressive strength along the direction of joint extension is generally ignored, and only its vertical compressive strength is considered [47]. When analyzing the deterioration mechanism and permeability characteristics of the filling fracture under the coupling field, the influence of the stress field perpendicular to the fracture is considered, and water pressure is used as the volume force to calculate the effective stress inside the rock mass, which determines the deterioration degree of the filling fracture.…”
Section: Stress Field Distribution On the Surface Of The Fracture Filmentioning
confidence: 99%
“…For convenience of calculation, the joint arrangement of the Hexagonal prism and the Pentagonal prism model is simplified into a quadrilateral. This arrangement, applying the simplified approach proposed by Que [21], simplifies the geometric elements of the three models into a joint length S 2 parallel to the X axis and a joint width S 1 parallel to the Y axis; the cross-sectional shape of the Pentagonal prism and the Hexagonal prism model is simplified into a quadrilateral. This simplified method will lead to some errors when the variable angle θ 0 for the Pentagonal prism model, but the study by Que proved that this error is extremely small and can be ignored, and when θ = 0, the pentamorphic shape will become rectangular.…”
Section: Establishment Of Permeability Coefficient K Zz Of the Columnmentioning
confidence: 99%
“…It is necessary to fully consider the influence of different cross-section shapes on the seepage characteristics of CJRM. The data comes from Que [21].…”
Section: Introductionmentioning
confidence: 99%
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“…Previous studies on the CJRM were mainly based on the regular 4P-and 6P-CJRM models shown in Figure 2a,b [16,23]. Que [24] proposed a 5P-CJRM model which has the structural characteristics of the above two regular models. As shown in Figure 2c, the 5P-CJRM model not only includes the persistent joints, but also has the interlocking structure.…”
Section: Structural Characteristics Of the Cjrmmentioning
confidence: 99%