2018
DOI: 10.1007/s00603-018-1534-x
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Energy Dissipation and Storage in Underground Mining Operations

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Cited by 37 publications
(16 citation statements)
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“…The elastic strain energy ( U ) of a rock–coal composite sample under uniaxial loading is given by [2527] U=12σεe=σ22E,where E is the elastic modulus of the composite sample, ε e is the elastic strain of the composite sample under uniaxial loading and σ is the axial stress. The axial stress is given by σ=Eεexp[(εε0)m],where ε is the total strain of the composite sample under uniaxial loading, ε 0 is the distribution scale of the Weibull distribution and m is the morphological parameter characterized in the strain form [26].…”
Section: Elastic Energy Attenuation Index Of Rock–coal Composite Samplesmentioning
confidence: 99%
“…The elastic strain energy ( U ) of a rock–coal composite sample under uniaxial loading is given by [2527] U=12σεe=σ22E,where E is the elastic modulus of the composite sample, ε e is the elastic strain of the composite sample under uniaxial loading and σ is the axial stress. The axial stress is given by σ=Eεexp[(εε0)m],where ε is the total strain of the composite sample under uniaxial loading, ε 0 is the distribution scale of the Weibull distribution and m is the morphological parameter characterized in the strain form [26].…”
Section: Elastic Energy Attenuation Index Of Rock–coal Composite Samplesmentioning
confidence: 99%
“…60,61 The strain of the material deformation depends on the stress deviation; therefore, the deviatoric component plays an important role in the yield failure. The hydrostatic stress and deviator stress represent a combination of shear effect; from the mesoscopic mechanism, the hydrostatic component causes only volume change, and the stress deviation causes the shape change.…”
Section: Internal Stress Component Solutionmentioning
confidence: 99%
“…The hydrostatic stress and deviator stress represent a combination of shear effect; from the mesoscopic mechanism, the hydrostatic component causes only volume change, and the stress deviation causes the shape change. 60,61 The strain of the material deformation depends on the stress deviation; therefore, the deviatoric component plays an important role in the yield failure. The second stress tensor invariant and strain tensor invariant are calculated as follows:…”
Section: Internal Stress Component Solutionmentioning
confidence: 99%
“…Moreover, this induced damage to rock mass. Dong et al [27] studied the energy evolution process of the rock masses in the mining process. According to the variation tendency of energy, the dissipating process was divided into the initiating stage, the stable increasing stage, the dramatic increasing stage, and the stable stage.…”
Section: Introductionmentioning
confidence: 99%