dshaffer1001
Aerospace
- Aug 16, 2007
- 11
I'm doing an analysis of two mating parts, in which friction plays a prominent role. Both parts are aluminum.
All the data sources I can find show that the static friction coefficent for aluminum-on-aluminum ranges from 1.05 to 1.35. However, the dynamic coefficent is given as 1.40.
Here's a typical source:
How can this be ? I always thought that the static coefficent had to be greater than the dynamic, i.e., it requires less force to move an object once it's already in motion. If the dynamic coefficent is higher, wouldn't it effectively BE the static coefficent ? Somebody please explain how this works !
All the data sources I can find show that the static friction coefficent for aluminum-on-aluminum ranges from 1.05 to 1.35. However, the dynamic coefficent is given as 1.40.
Here's a typical source:
How can this be ? I always thought that the static coefficent had to be greater than the dynamic, i.e., it requires less force to move an object once it's already in motion. If the dynamic coefficent is higher, wouldn't it effectively BE the static coefficent ? Somebody please explain how this works !