How to Calculate Angle of twist of shaft in radians given torque, length of shaft, polar moment of inertia?
Angle of twist of shaft in radians given torque, length of shaft, polar moment of inertia calculator uses Angle of twist of shaft = (Torsional moment on shaft*Length of Shaft)/(Polar moment of inertia for circular section*Modulus of Rigidity) to calculate the Angle of twist of shaft, Angle of twist of shaft in radians given torque, length of shaft, polar moment of inertia formula is defined as the angle through which the shaft is twisted about its central axis when torque is applied onto it or torsion is acting onto the shaft. Angle of twist of shaft is denoted by θ symbol.
How to calculate Angle of twist of shaft in radians given torque, length of shaft, polar moment of inertia using this online calculator? To use this online calculator for Angle of twist of shaft in radians given torque, length of shaft, polar moment of inertia, enter Torsional moment on shaft (τ), Length of Shaft (l), Polar moment of inertia for circular section (J) & Modulus of Rigidity (C) and hit the calculate button. Here is how the Angle of twist of shaft in radians given torque, length of shaft, polar moment of inertia calculation can be explained with given input values -> 0.017575 = (51*1.1)/(3.8E-08*84000000000).