I Calculating Torque for 100 Ton Steel Tube Press

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    Steel Torque Tube
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To calculate the torque required to rotate a steel tube with a 150mm outer diameter and 90mm inner diameter under a force of 100 tons, the formula used is Torque = diameter x force, resulting in 1.5 x 10^5 N-m. The coefficient of friction (mu) is assumed to be 1, and the torque will vary if one part is static while the other rotates at 200 rpm. The power needed to rotate the tube is calculated as torque multiplied by speed, yielding approximately 500 kW. This power requirement raises concerns about potential melting of the tube based on its mass and length. Overall, the calculations highlight the significant torque and power needed for this application.
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I have a problem,
I need to calculate the torque required to rotate a steel tube 150mm OD, 90mm ID which is being pressed against a identical tube with a force of 100 Tons
also the estimated torque imparted if the above parts come into contact with one part static and the second part rotating at 200 rpm
 
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100t = 10^5 kg = 10^6 N.
To gain a ball-park idea, assume mu = 1
Torque = diameter x force = (150/1000) x 10^6 = 1.5 x 10^5 N-m
If one part is moving or stationary will make a difference to mu.
Power to rotate tube = torque x speed = 1.5 x 10^5 x (200/60) = 5 x 10^5 W
You will require about 500kW to rotate the tube, which may melt, depending on its mass/length.
 
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