jimmy88
1/2 ton status
Russ, I’d be concerned about just plain friction first. Confirmed by the Machinery’s Handbook (rock solid source of information), the laws of friction basically say for dry or unlubricated surfaces, that until you get to abnormally high pressures, that friction in both the total amount and the coefficient are independent of the areas in contact. That means until it gets to some undefined high pressure, the surface area or psi or clamping force are not important for calculating forces due to friction as long as its not close to galling. Just multiply the total force pushing the surfaces together times the coefficient of friction.
There are plenty of different values for the coefficient for metal to metal, the handbook lists .8 for static and .4 for sliding. Thats 80% of the pressure forcing the surfaces together is needed to start the shaft sliding and 40% to keep it moving! They do say when pressures get abnormally high the friction does increase at a rapid rate until seizing takes place, but give no indication of what “abnormally high” is. Anyway, that would only make the thrust numbers much higher than what you get using the coefficients they list!
Using the lower 3,000 lb-ft number for driveshaft torque, the thrust from your driveshaft would be anywhere from around 14,700 lbs to get the shaft moving to around 7,400 lbs once its sliding. I don’t know about anyone else, but to me thats way too high and thats before figuring in any binding or other real world factors making matters worse!
While the laws of friction for lubricated metal sound much more complicated, we can still use the coefficients to get a rough comparison. The handbook lists .16 for static and .03 for sliding. Thats only 16% of the pressure forcing the surfaces together is needed to start the shaft sliding and 3% to keep it moving! So if the shafts were well lubricated the numbers drop to roughly 3,000 lbs and 550 lbs respectively. Granted thats over simplifying it and most real world conditions probably make matters worse not better. If nothing else it sure makes a case for using lube of some kind!
There are plenty of different values for the coefficient for metal to metal, the handbook lists .8 for static and .4 for sliding. Thats 80% of the pressure forcing the surfaces together is needed to start the shaft sliding and 40% to keep it moving! They do say when pressures get abnormally high the friction does increase at a rapid rate until seizing takes place, but give no indication of what “abnormally high” is. Anyway, that would only make the thrust numbers much higher than what you get using the coefficients they list!
Using the lower 3,000 lb-ft number for driveshaft torque, the thrust from your driveshaft would be anywhere from around 14,700 lbs to get the shaft moving to around 7,400 lbs once its sliding. I don’t know about anyone else, but to me thats way too high and thats before figuring in any binding or other real world factors making matters worse!
While the laws of friction for lubricated metal sound much more complicated, we can still use the coefficients to get a rough comparison. The handbook lists .16 for static and .03 for sliding. Thats only 16% of the pressure forcing the surfaces together is needed to start the shaft sliding and 3% to keep it moving! So if the shafts were well lubricated the numbers drop to roughly 3,000 lbs and 550 lbs respectively. Granted thats over simplifying it and most real world conditions probably make matters worse not better. If nothing else it sure makes a case for using lube of some kind!