App Logo

No.1 PSC Learning App

1M+ Downloads
In case of shaft, the torque per radian twist is known as:

Apolar sectional moment

Bresisting torque

Ctorsional moment resistance

Dtorsional stiffness

Answer:

D. torsional stiffness

Read Explanation:

The torque per radian twist in a shaft is known as torsional stiffness (k), which is given by k = (GJ) / L Here, GJ is the torsional rigidity of the shaft, and Torsional rigidity is defined as torque per unit angular twist over of the shaft. The torsional equation for the shaft is T/J=τ/r=(Gθ)/LT / J = \tau / r = (G\theta)/L

Related Questions:

For a shaft transmitting power 'P' at rpm N, the diameter of shaft would be proportional to

Consider the following relation for the torsional stiffness (Кт)

1.KT=TθK_T=\frac {T}{\theta}

2.KT=GJLK_T=\frac {GJ}{L}

3.KT=GθLK_T=\frac {G\theta}{L}

If a shaft turns at 150 rpm under a torque of 1500 Nm, then power transmitted is
A shaft of 50 mm diameter and 0.7 m long is subjected to a torque of 1200 Nm. Calculate the shear stress.
A shaft is subjected to combined bending and torsional moments of 6 kN-m and 10 kN-m respectively. The equivalent torque will be equal to