Seismic bearing capacity of strip footings on rock masses using the Hoeke Brown failure criterion

来源 :Journal of Rock Mechanics and Geotechnical Engineering | 被引量 : 0次 | 上传用户:sydna521
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In this paper,the bearing capacity of strip footings on rock masses has been studied in the seismic case.The stress characteristics or slip line method was used for analysis.The problem was analyzed in the plane strain condition using the Hoeke Brown failure criterion.First,the equilibrium equations along the stress characteristics were obtained and the rock failure criterion was applied.Then,the equations were solved using the finite difference method.A computer code has been provided for analysis.Given the footing and rock parameters,the code can calculate the stress characteristics network and obtain the stress distribution under the footing.The seismic effects have been applied as the horizontal and vertical pseudo-static coefficients.The results of this paper are very close to those of the other studies.The seismic bearing capacity of weightless rock masses can be obtained using the proposed equations and graphs without calculating the whole stress characteristics network. In this paper, the bearing capacity of strip footings on rock masses has been studied in the seismic case. Stress factor or slip line method was used for analysis. The problem was analyzed in the plane strain condition using the Hoeke Brown failure criterion. First , the equilibrium equations along the stress characteristics were obtained and the rock failure criterion was applied. Chen, the equations were solved using the finite difference method. A computer code has been provided for analysis. Gain the footing and rock parameters, the code can calculate the stress characteristics network and obtain the stress distribution under the footing. the seismic effects have been applied as the horizontal and vertical pseudo-static coefficients. the results of this paper are very close to those of the other studies. seismic bearing capacity of weightless rock masses can be obtained using the proposed equations and graphs without calculating the whole stress characteristics network.
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