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A Study On Simulation Method Of Rock Gradual Damage Evolutionary

Posted on:2007-11-29Degree:MasterType:Thesis
Country:ChinaCandidate:X L SunFull Text:PDF
GTID:2132360182499923Subject:Solid mechanics
Abstract/Summary:PDF Full Text Request
With economic development, the rock material is widely applied in the water conservation, resources mining, the civil construction , the railway and so on, a lot of problem about rocks urgently is demanded to solve, so there are very important theory and realistic meanings to thoroughly research its nature, concerning and destroying mechanism,Due to natural function, massive joint and crack with rock, though the scale of these is small, it changes mechanics nature of rock greatly and reduces deforms mould and intensity parameter, and makes it presenting aeolotropy . Damage mechanics analysises aeolotropy from joint, crack within rock, offers new thinking for research of the joint rock, superiority to solving damage and destroy of rock as brittle material.This article mainly simulates gradually damage destruction process of rock, major in determinationg the definition of rock three-dimensional damage tensor, simplify to the damage tensor and obtain its engineering calculation method, and obtains the basic expression form of equivalent stress by equivalent stress assumption, symmetrization to the actual stress, thus obtains construction relation of the festival principle of three-dimensional damage rock mass, finally couples elasticity- plasticity with damage in the finite element equation, with reference to elasticity-plasticity gradually degenerated method thought, simulates rock damage to advance gradually the destruction process in finite element method, draws up elasticity - plasticity and damage coupling two-dimension finite element procedure with the C language in the VC contact surface, by simulating experiment destroyed process, acquires destruction image and the axial load distortion curve of model, agreement with the experimental result.
Keywords/Search Tags:Rock, Damage tensor, Finite element, Numerical
PDF Full Text Request
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