2019
DOI: 10.3221/igf-esis.49.68
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A Determination of fracture toughness in plain concrete specimens by R curve

Abstract: Experimental tests and computational algorithm are implemented to investigate crack growth phenomena in C0.7 concrete. Firstly, three point bending tests are carried out on normalized prismatic specimens notched laterally (SENB), then, computational calculation was developed to calculate the concrete toughness on the basis of R-curve method. The R-curve was obtained from the curve connecting the crack mouth opening displacement (CMOD) to the applied load. During loading, elastic deformation followed by a signi… Show more

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Cited by 7 publications
(3 citation statements)
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“…The simulated contours of the average survival probability in the bending sample determined at the completion of the finite element simulation, drawn in the reference configuration, conducted ( b ) with rate effects and ( c ) without rate effects. Both simulations show that the ligament region is most prone to failure, and this agrees well with experimental data [56]. …”
Section: Finite Element Simulations and Experimental Verificationsupporting
confidence: 86%
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“…The simulated contours of the average survival probability in the bending sample determined at the completion of the finite element simulation, drawn in the reference configuration, conducted ( b ) with rate effects and ( c ) without rate effects. Both simulations show that the ligament region is most prone to failure, and this agrees well with experimental data [56]. …”
Section: Finite Element Simulations and Experimental Verificationsupporting
confidence: 86%
“…The force-displacement response obtained from the FEM simulation of this boundary value problem using the material parameters listed in table 1 is also shown in figure 6, and we can clearly see that the experimentally determined force-displacement response is well-predicted by the force-displacement response obtained from the FEM simulation. Moreover, the simulated contours of average survival probability in the sample at the end of the FEM simulation (see figure 6) also show that the most damage prone area in the sample is the region, which immediately encompasses the ligament edge, and this agrees well with experimental data [56] and also results determined from phase field simulations [21].…”
Section: (B) Independent Prediction 1: Failure Under Bendingsupporting
confidence: 81%
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