DBCox
Automotive
- Apr 9, 2003
- 58
Hello everyone,
I am designing a bracket to put a bolted link in double shear. I want to make sure the bracket thickness is great enough such that the bolt shears before the hole in the bracket elongates. It seems I remember that a good estimate of bearing surface to calculate stress is 1/3 of the circumfrence x the plate thickness. This seems reasonable, but the numbers I am getting do not... Heres what I am using:
- 5/8" Grade 8 bolt in double shear (assumed shear yield strength is 2/3 yield so, 100,000 psi)
- Steel plate with a yield of 50,000psi
- Want bolt to shear before hole elongates
- Assume plate bearing area is 1/3 circ.*thickness (t)
Force to shear bolt =
= (area of bolt) * (yield strength) * (2 b/c double shear)
= (pi/4*.625^2) * (100,000) * 2
= 61,360 lbs
Required plate thickness (t) calc:
F= (bearing area) * (2 b/c double shear) * (allowable stress)
61,360=(pi*.625*1/3*t)* (2) * (50,000)
t=.94"
a 1" thick plate seems mighty excessive. What am I doing wrong?
I am designing a bracket to put a bolted link in double shear. I want to make sure the bracket thickness is great enough such that the bolt shears before the hole in the bracket elongates. It seems I remember that a good estimate of bearing surface to calculate stress is 1/3 of the circumfrence x the plate thickness. This seems reasonable, but the numbers I am getting do not... Heres what I am using:
- 5/8" Grade 8 bolt in double shear (assumed shear yield strength is 2/3 yield so, 100,000 psi)
- Steel plate with a yield of 50,000psi
- Want bolt to shear before hole elongates
- Assume plate bearing area is 1/3 circ.*thickness (t)
Force to shear bolt =
= (area of bolt) * (yield strength) * (2 b/c double shear)
= (pi/4*.625^2) * (100,000) * 2
= 61,360 lbs
Required plate thickness (t) calc:
F= (bearing area) * (2 b/c double shear) * (allowable stress)
61,360=(pi*.625*1/3*t)* (2) * (50,000)
t=.94"
a 1" thick plate seems mighty excessive. What am I doing wrong?