NZHEng
Mechanical
- May 22, 2019
- 8
Hi All
I am currently redesigning a shear pin for a hydro turbine. The nature of the fluctuating loads makes this a very difficult problem from a fatigue stand-point and the pin solutions are, as a result, novel. As the selected material options are quite ductile I completed bench testing and have received unexpected results.
The materials tested are 2205 duplex stainless steel and E470 medium carbon steel (similar to 1045). Drawings of the basic test pieces are attached.
Taking ultimate shear strength as 0.67 of UTS, I designed these to fail at 572 kN in double shear.
All samples broke significantly higher than predicted by theory. The SS pins broke 39% and 44% higher. The E470 pins broke 32% and 36% higher. A sample chart of each is attached and photo of test setup.
The pressure gauge is calibrated and I have also calibrated the press with a load cell. I have measured the press bore and it compares well with the measured data. As such I believe the data captured is true.
Sample test charts and photos of broken pieces attached.
2205 Material Cert Properties: Yield = 476 MPa UTS = 737 MPa Elongation = 40%
E470 Material Cert Properties: Yield = 506 MPa UTS = 658 MPa Elongation = 22%
I have previously completed testing on both 1045 and 4140T shear pins which broke within 5% of predicted. The only significant difference being the body of the pin was much larger (90 mm opposed to 50 mm). The test pieces I am reporting on here were noted to be 'squashed' oval by 1-2 mm so wonder if test piece rigidity is a factor.
The displacement before fracture is significant, so my current theory is the high elongation is causing the the material to be drawn in a tensile manner before failure, thus skewing the results to a higher breaking load with the failure occurring due to a combination of both shear and tensile failure.
I am preparing some test pieces in 4140U and 4340U to test this theory, as these material are more brittle but still resistant to fatigue.
In the mean time, I would greatly appreciate any thoughts or other experience on such applications and as to why these are breaking so high over the predicted as am not confident I am understanding the mechanism.
I am currently redesigning a shear pin for a hydro turbine. The nature of the fluctuating loads makes this a very difficult problem from a fatigue stand-point and the pin solutions are, as a result, novel. As the selected material options are quite ductile I completed bench testing and have received unexpected results.
The materials tested are 2205 duplex stainless steel and E470 medium carbon steel (similar to 1045). Drawings of the basic test pieces are attached.
Taking ultimate shear strength as 0.67 of UTS, I designed these to fail at 572 kN in double shear.
All samples broke significantly higher than predicted by theory. The SS pins broke 39% and 44% higher. The E470 pins broke 32% and 36% higher. A sample chart of each is attached and photo of test setup.
The pressure gauge is calibrated and I have also calibrated the press with a load cell. I have measured the press bore and it compares well with the measured data. As such I believe the data captured is true.
Sample test charts and photos of broken pieces attached.
2205 Material Cert Properties: Yield = 476 MPa UTS = 737 MPa Elongation = 40%
E470 Material Cert Properties: Yield = 506 MPa UTS = 658 MPa Elongation = 22%
I have previously completed testing on both 1045 and 4140T shear pins which broke within 5% of predicted. The only significant difference being the body of the pin was much larger (90 mm opposed to 50 mm). The test pieces I am reporting on here were noted to be 'squashed' oval by 1-2 mm so wonder if test piece rigidity is a factor.
The displacement before fracture is significant, so my current theory is the high elongation is causing the the material to be drawn in a tensile manner before failure, thus skewing the results to a higher breaking load with the failure occurring due to a combination of both shear and tensile failure.
I am preparing some test pieces in 4140U and 4340U to test this theory, as these material are more brittle but still resistant to fatigue.
In the mean time, I would greatly appreciate any thoughts or other experience on such applications and as to why these are breaking so high over the predicted as am not confident I am understanding the mechanism.