Results
Deflection per Unit Load (mm/kN) The following method is used to calculate the deflection per unit load in mm/kN from the slope of the graph. Slope=y2-y1x2-x1=6.41-1.2820.19-0.03=32.05kNmm Deflection=132.05=0.0312mmkN
Strain per Unit Load (µƐ/kN)
The following method is used to calculate the strain per unit load in µƐ/kN from the slope of the graph. For Strain (positive) Slope=y2-y1x2-x1=6.41-1.28242-6=0.142kNμε Strain=1slope=10.142=7.042μεkN
For Strain (negative)
Slope=y2-y1x2-x1=6.41-1.28246-8=0.135kNμε Strain=1slope=10.135=7.407μεkN
Calculations and Discussion
Stress The following method is used to calculate stress per unit load in N/mm2/kN from the strain measurements. Stress=StressLoad=8.61×106-1.23×1066.41-1.282=1.439×106N/mm2kN Stress=StressLoad=9.43×106-1.64×1066.41-1.282=1.519×106N/mm2kN
The following method is used to calculate the theoretical value of maximum stress.
Maximum stress=MomentElastic Modulus Moment=Load×Distance=1kN×378.5mm=378.5 kN.mm Maximum stress=MomentElastic Modulus=378.574.94×10-6=5.05×106N/mm2kN The values of the above ...