To the math experts out there, how would you ever figure the power/force for one of those splitters?
You just had to ask! I just wasted 10 minutes figuring it out!
Let's say the screw diameter increases 1/4" per turn and splitting force is 10 tons.
20,000lb x 1/4" divided by 12 inches/foot = 417 ft-lb of work per turn.
Imagine a 1ft lever turning the shaft. It will travel 6.28ft in one turn.
417/6.28 = 66.31lf of force on the lever which means 66.31 ft-lb of torque. Pretty nice!
What about friction? Let's say the screw diameter is one inch and the friction factor is 0.5. The drag force of 20,000lb x 0.5 moves a distance pi inches or 0.26 feet. The friction work comes out to 2,618 ft-lb. Divide by 6.28 like above and the torque to overcome friction is 417ft-lb. (not so nice!)
Luckily the biggest force when splitting happens when the diameter is small!
Feel free anyone to check my math/logic. The numbers sound about right. If it wasn't for friction you could just about hold the log to keep it from turning (not that you would want to!)
A friend of mine bought a used 3-pt Unicorn splitter some years ago and I helped him split some wood with it with his Kubota at idle. A few logs snubbed it and a couple spun. Exciting stuff!