Research Article

Mechanical Behavior of Reactive Powder Concrete Subjected to Biaxial Loading

Table 3

Strength of RPC specimens under compression-compression.

Nominal strain ratio, k = ε23SpecimenStress ratio, α = σ2c/σ3cσ2c (MPa)σ3c (MPa)σ3c (predicted) (MPa)

Uniaxial compression10.000.00−86.70.001.07−81.0
20.000.00−74.70.000.92−81.0
30.000.00−82.50.001.02−81.0
Average0.000.00−81.30.001.00−81.0
Standard deviation6.1
Coefficient of variation−0.07

0.410.40−50.9−125.90.631.55−120.4
20.42−54.1−128.30.671.58−120.8
30.45−44.1−98.60.541.22−119.0
Average0.42−49.7−117.60.611.45−120.2
Standard deviation5.116.5
Coefficient of variation−0.10−0.14

0.610.39−46.9−121.70.581.50−119.6
20.50−54.8−110.10.681.36−120.9
30.46−55.3−119.20.681.47−121.0
Average0.45−52.3−117.00.651.44−120.6
Standard deviation4.76.10
Coefficient of variation−0.09−0.05

0.810.55−82.3−149.71.021.85−121.4
20.79−107.1−135.41.321.67−118.3
30.81−80.8−100.01.001.23−121.5
Average0.72−90.0−128.41.111.58−120.7
Standard deviation14.825.5
Coefficient of variation−0.16−0.20

1.010.69−82.9−120.91.021.49−121.4
20.87−97.5−111.71.201.38−119.8
30.74−92.2−124.61.141.54−120.5
Average0.76−90.9−119.11.121.47−120.6
Standard deviation7.46.7
Coefficient of variation−0.08−0.06