کد مقاله | کد نشریه | سال انتشار | مقاله انگلیسی | نسخه تمام متن |
---|---|---|---|---|
786758 | 1465614 | 2014 | 14 صفحه PDF | دانلود رایگان |
• Continuum damage mechanics of porous rocks is revisited.
• The pressure sensitive plastic deformation of rocks is studied for drained and undrained conditions.
• Physically consistent descriptions for the damage mechanisms in porous rocks are proposed.
• The developed CDM model captures the experimental data accurately.
• The proposed computational approach can be used for hydraulic fracturing simulations in reservoir rocks.
A continuum damage mechanics (CDM) based constitutive model has been developed to describe elastic, plastic and damage behavior of porous rocks. The pressure sensitive inelastic deformation of porous rocks together with their damage mechanisms are studied for drained and undrained conditions. Fracture mechanics of microcrack and micro-void nucleation and their coalescence are incorporated into the formulation of the CDM models to accurately capture different failure modes of rocks. A fracture mechanics based failure criterion is also incorporated to accurately capture the post fracture crack advances in the case of progressive failures. The performance of the developed elastoplastic and CDM models are compared with the available experimental data and then the models are introduced into a commercial software package through user-defined subroutines. The hydraulic fractures growth in a reservoir rock is then investigated; in which the effect of injection pressure is studied and the simulations are compared with the available solutions in the literature. The developed CDM model outperforms the traditional fracture mechanics approaches by removing stress singularities at the fracture tips and simulation of progressive fractures without any essential need for remeshing. This model would provide a robust tool for modeling hydraulic fracture growth using conventional elements of FEA with a computational cost less than similar computational techniques like cohesive element methods.
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Journal: International Journal of Plasticity - Volume 59, August 2014, Pages 199–212