Phamjt
Automotive
- Feb 28, 2017
- 9
I am currently working on analyzing the capability of using shrink fit (Most likely with induction shrink fitting) to heat up a steel hub (1045 steel) so that it can slide onto a shaft. Using the tolerances from the tables obtained in the machinery handbook for a FN5 fit I have an estimated desired deformation of 0.0045. Ideally I would like to have the hub at around 1.1255" and the shaft at 1.125".
Using the formula shown below I should be able to calculate how much I need to heat up the hub, but I was wondering for nominal length L should I use the inner or outer diameter? Also if I were to use either option it would reach over 300 F. Isn't that value above the critical value before the material properties would change? Or is it 300 C and up that I need to worry about?
d = aL(Dt)
d = Total deformation desired (in or mm)
a = Coefficient of thermal expansion (in/in °F or mm/mm °C)
L = Nominal length of the part being heated (the diameter for a cylinder) (in or mm)
Dt = Temperature difference (°F or °C)
(
Using the formula shown below I should be able to calculate how much I need to heat up the hub, but I was wondering for nominal length L should I use the inner or outer diameter? Also if I were to use either option it would reach over 300 F. Isn't that value above the critical value before the material properties would change? Or is it 300 C and up that I need to worry about?
d = aL(Dt)
d = Total deformation desired (in or mm)
a = Coefficient of thermal expansion (in/in °F or mm/mm °C)
L = Nominal length of the part being heated (the diameter for a cylinder) (in or mm)
Dt = Temperature difference (°F or °C)
(