tc7
Mechanical
- Mar 17, 2003
- 387
I am pressing a 30 inch O.D. x 2.75 inch thick steel sleeve into a mating steel cylinder, that has an average of (-.023 inch) diameter interference. This will be a field installation and I am using 12 each equally spaced 1/2-13UNC jacking studs/nuts (120ksi U.T.S) to pull this thing together (studs go through thru-holes in a flange on the sleeve and are threaded into holes in the mating hub. Nuts on the other end of the studs are tightened to draw the sleeve in). I have calculated a total installation force required of 162,320 pounds. I have used a friction coeficent of (.18) for this press force calculation. I based this calculation on the method described in Shigley's Machine Design text.
To determine the torque required on each jacking nut, I have used 1/12 of the total press force required and used a coef of friction of (.2). Based on other equations in Shigley, I have calculated an installation torque of 223 Ft lbs to draw the sleeve into position. This is a sum of thread torque plus torque to overcome friction between the face of the nut and flange.
NOW FOR THE QUESTION - It has been well discussed that 75-80% or more of fastener torque is lost in friction and does not result in useful axial bolt loading. So I fear that the installation bolt torques that I have calculated will not really provide the sleeve installation force that I have calculated. I am suspicious that the coef of friction values that I have used may be superficially low, but I can not find justification in the literature to use a higher value, or what the higher value should be. Please advise or comment that my approach is legitimate or outline a more appropriate method.
Thanks in advance for advice or referrals.
tc7
To determine the torque required on each jacking nut, I have used 1/12 of the total press force required and used a coef of friction of (.2). Based on other equations in Shigley, I have calculated an installation torque of 223 Ft lbs to draw the sleeve into position. This is a sum of thread torque plus torque to overcome friction between the face of the nut and flange.
NOW FOR THE QUESTION - It has been well discussed that 75-80% or more of fastener torque is lost in friction and does not result in useful axial bolt loading. So I fear that the installation bolt torques that I have calculated will not really provide the sleeve installation force that I have calculated. I am suspicious that the coef of friction values that I have used may be superficially low, but I can not find justification in the literature to use a higher value, or what the higher value should be. Please advise or comment that my approach is legitimate or outline a more appropriate method.
Thanks in advance for advice or referrals.
tc7