Numerical modelling of dynamic Brazilian disc test on thermal shock weakened granite
Research output: Other conference contribution › Paper, poster or abstract › Scientific
|Publication status||Published - 2017|
|Event||42nd Israel Symposium on Computational Mechanics - ISCM42 - Israel Institute of Technology, Haifa, Israel|
Duration: 30 Mar 2017 → 30 Mar 2017
|Seminar||42nd Israel Symposium on Computational Mechanics - ISCM42|
|Period||30/03/17 → 30/03/17|
For this end, a combined continuum damage-embedded discontinuity model capable of capturing the rate-dependent failure of brittle materials under transient loading is employed. The rate-dependency is incorporated via a continuum isotropic viscodamage model while the displacement discontinuity model governs the post peak softening regime. In the embedded discontinuity model, the determination of the displacement jump is based on bi-surface plasticity. A computationally efficient scheme is achieved by solving first the global displacement field by an explicit time integrator and then performing a local (elemental) loop for displacement jumps and stresses contributing to the global internal force vector.
Two different methods to represent the weakening effect of the thermal shock is tested. In the first, the thermal shock induced damage is represented as pre-embedded discontinuities with almost random orientation and zero strength. In the second, the material data of the mesh treated with the heat shock is assumed to be deteriorated and to conform to the Weibull distribution. The seed values of the Weibull method are damaged (due to high temperature) Young’s modulus and the strength of the rock.
These two methods are compared in the simulations of the Brazilian disc test on the thermal shock treated Balmoral red granite samples. It will be shown that the weakening effect of the thermal shock on the indirect tensile strength can be captured with both of the methods. This study thereby lays the foundation for the next step of this research project, namely the numerical modelling of the thermal shock damage process itself.