Shaft Torque

on . Posted in Classical Mechanics

Shaft torque is the rotational force exerted on or transmitted by a rotating shaft.  It is a measure of the twisting force applied to cause rotation or the force the shaft itself delivers to drive a load.  Torque is essential in mechanical systems where shafts transfer power from one component to another, such as in engines, gearboxes, and rotating machinery.  Shaft torque is a factor in determining the performance of rotating equipment such as motors, turbines, and automotive engines.  Higher torque allows a system to drive heavier loads or operate at lower speeds while maintaining power.

 

Shaft Torque Formula

\( \tau_s \;=\;  \tau \; J \;/\; r  \)     (Shaft Torque)

\( \tau \;=\;  \tau_s \; r \;/\; J  \)

\( J \;=\;  \tau_s \; r \;/\; \tau  \)

\( r \;=\;  \tau \; J \;/\; \tau_s  \)

Symbol English Metric
\( \tau_s \)  (Greek symbol tau) = Shaft Torque \(lbf-ft\) \(N-m\)
\( \tau \)  (Greek symbol tau) = Shear Stress \(lbf \;/\; in^2\) \(Pa\)
\( J \) = Polar Momentum of Inertia \(in^4\) \(mm^4\)
\( r \) = Radius \(ft\) \(m\)

  

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Tags: Pump Torque Motor