Tim, as Mahoney says, isn't hp a product of rpm times torque divided by a constant? If so, then if the torque stays the same from 100% to 200%, wouldn't that double the hp from 2ph (in our example) to something greater than 2hp depending on the constant of course?
From the graph I posted, doesn't it show the torque dropping considerable at 200% rpm? There is the peak torque line on graph, then there is the gray area showing total torque (or work?).
torque is a measure of how many pounds can be moved 1 foot. For grinding this is how hard you can press against the belt without stalling motor. The more pounds of pressure against belt, the more torque is required before bogging motor.
hp is how many pounds can be moved 1 foot in 1 sec. 1 hp = 550 pounds moved 1 ft in 1 second.
So, in our world of grinding a blade, the max hp is normally used when profiling at max speed - let's say 3600 SFPM. Let's assume both motors are geared so both run the belt at 3600 SFPM at 100% rpm. The 2-pole motor will have about a 4 drive pulley and 4-pole motor will have about a 8 drive pulley.
I've no idea what the actual forces used, but let's "assume" that a 2 hp motor running at 100% RPM will handle a big chuck of metal pressed against a 36 grit belt with 50 lb of pressure before the motor starts bogging down. (I have no idea if this is a valid number, but let's just assume it is). This will be true for both 2 and 4 pole motors. Remember, the 4 pole motor has a 9 drive wheel, not often seen. For a real world setup, let's say both motors are setup with 4 drive wheels. Then, the 2 pole motor will be running at 100% rpm which is max torque, but the 4 pole motor will require 200% rpm to get 3600 rpm, which would have around half torque. At 100% rpm we've assumed 50 lb pressure against grinding belt, but with 200% rpm only 25 lb or so could be pressed against grinding belt.
Let me say again, the above is my understanding how torque and hp work anyone have corrections? I'd be happy to hear them.
Tim, Mahoney - others please do comment on the above, I'm always open to learning.
Ken H>