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- W2364133693 abstract "When single-plane sliding block has more than one joint face,double-plane sliding block has more than two joint faces,and the block is above these joint faces,some defections of stability calculation in traditional block theory may occur. So,block-dividing limit equilibrium analysis method is presented. The method divides block along the intersection edge of joint faces and neglects the vertical shear force between dividing-blocks i.e. takes horizontal normal force and shear force into account;as to an assumed sliding direction,by satisfying vertical force equilibrium of every dividing-block and whole force equilibrium in the sliding direction,the factor of stability can be solved. However,the non-equilibrium force in the horizontal direction perpendicular to the assumed sliding direction is always existent,because the block is usually non-symmetrical and the assumed sliding direction is not the practical one. By changing the sliding direction from 0°t o 360°,when the non-equilibrium force gets to zero,the solutions satisfy force equilibrium in three othogonal directions;and the actual potential sliding direction can be determined rather than assumed. In this case,the factor of stability is minimum or close to minimum,whose meaning is similar with Pan′s principle of the maximum and the minimum. The method can solve well the stability analysis of multiple sliding-planes block. By contrasted with traditional block theory,the method is validated;and the continuous change of factor of stability and sliding direction with gradual transition from non-symmetrical double-face sliding to single-face sliding can be interpreted properly. At last,a practical engineering case is studied." @default.
- W2364133693 created "2016-06-24" @default.
- W2364133693 creator A5078020705 @default.
- W2364133693 date "2007-01-01" @default.
- W2364133693 modified "2023-09-23" @default.
- W2364133693 title "BLOCK-DIVIDING LIMIT EQUILIBRIUM ANALYSIS METHOD WITH MULTIPLE SLIDING-PLANES" @default.
- W2364133693 hasPublicationYear "2007" @default.
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