Method for measuring tensile strength and fracture toughness of cement mortar or concrete
A technology of concrete strength and cement mortar, which is applied in the direction of applying stable tension/pressure to test material strength, preparation of test samples, and measurement devices, etc., to achieve the effect of reducing difficulty, reducing workload, and sufficient accuracy
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Embodiment 1
[0045] Embodiment 1: The maximum particle size d of the cement mortar aggregate used in the test of this embodiment 1 max = 2.5 mm. There are two series: the first series L×B×W=400×50×100mm, the initial seam height ratio α=a 0 / W=0.03~0.72,W / d max =40. The second series L×B×W=240×50×60mm, initial seam height ratio α=a 0 / W=0.04~0.68,W / d max =24.
[0046] see figure 1 , considering that cement mortar is a quasi-brittle material, the stress distribution at peak load is as follows figure 1 As shown, the corresponding crack propagation amount Δa fic = γ·d max . Based on the following formula (2), the measured peak load P max , the nominal strength σ of each specimen can be calculated n :
[0047]
[0048] Considering γ=1.0 from a statistical point of view, the average value of the tensile strength and fracture toughness of cement mortar can be calculated, see figure 2 a. Considering the discretization of the cement mortar test results and solving it accurately, γ...
Embodiment 2
[0061] Embodiment 2: the maximum particle size of the concrete aggregate used in the experiment of this embodiment 2 d max =19mm. Specimen size L×B×W=1143×76.2×305mm, initial seam height ratio α=a 0 / W=0.36~0.68,W / d max =16.
[0062] The stress distribution of the specimen at peak load is as follows: figure 1 As shown, the corresponding crack propagation amount Δa fic = γ·d max . Based on formula (2), the nominal strength σ of each specimen can be calculated from the measured peak load n .
[0063] Considering γ=1.0 from a statistical point of view, the average value of concrete tensile strength and fracture toughness can be calculated. Considering the discretization of the concrete test results and solving it accurately, then make γ=0.6,0.8...2.0, and calculate the exact values of concrete tensile strength and fracture toughness.
[0064] The equivalent crack length a of each specimen e Can be calculated by formula (3a) ~ (3d).
[0065] get different σ n with a ...
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