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Analysis of Mixed-Mode I/II/III Fracture Toughness Based on a Three-Point Bending Sandstone Specimen with an Inclined Crack

Xin Pan, Jiuzhou Huang, Zhiqiang Gan, Shiming Dong, Wen Hua

2021Applied Sciences29 citationsDOIOpen Access PDF

Abstract

The crack-propagation form may appear as an arbitrary mixed-mode fracture in an engineering structure due to an irregular internal crack. It is of great significance to research the mixed-mode fracture of materials with cracks. The coupling effect of multiple variables (crack height ratio, horizontal deflection angle and vertical deflection angle) on fracture parameters such as the stress intensity factors and the T-stress are the key points in this paper. A three-point bending specimen with an inclined crack was proposed and used to conduct mixed-mode fracture research. The fracture parameters were obtained by finite element analysis, and the computed results showed that the pure mode I fracture and mixed-mode fractures (mode I/II, mode I/III and mode I/II/III) can be realized by changing the deflection angles of the crack. The pure mode I and the mixed-mode fracture toughness of sandstone were obtained by a series of mixed-mode fracture experiments. The experimental results were analyzed with the generalized maximum tangential strain energy density factor criterion considering T-stress. The results showed that the non-singular term T-stress in the fracture parameters cannot be ignored in any mixed-mode fracture research, and the generalized maximum tangential strain energy density factor criterion considering T-stress can better predict the mixed-mode fracture toughness than other criteria.

Topics & Concepts

Fracture toughnessMaterials scienceStress intensity factorDeflection (physics)Fracture mechanicsStrain energy density functionMode couplingStrain energy release rateComposite materialMode (computer interface)Mixed modeBendingFracture (geology)Structural engineeringThree point flexural testCrack growth resistance curveFinite element methodCrack closureEngineeringPhysicsOpticsOperating systemComputer scienceRock Mechanics and ModelingFatigue and fracture mechanicsNumerical methods in engineering