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The torsional rigidity of a shaft is expressed by the-

ATorque required to produce a twist of one radian per unit length of shaft

BMaximum torque the shaft can transit

CMaximum power it can transit at the fastest speed

DFastest speed it can run

Answer:

A. Torque required to produce a twist of one radian per unit length of shaft

Read Explanation:

Torsional rigidity of a shaft is expressed as torque per unit angular twist per unit length. This is also known as torsional stiffness (k) and is given by k = GJ / L The parameter G.J is called torsional rigidity of the shaft and is given by (T / θ / L where T is the torque, 8 is the angular twist and L is the length of the shaft.


Related Questions:

Shaft is subjected to which of the following stresses?

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}

Consider the torsion equation given below.

TJ=τR=GθL\frac TJ=\frac{\tau}{R}=\frac{G\theta}{L}

What the term J/R represents in the above equation?

For a long narrow cross-section (i.e., ratio of b/t, breadth b and thickness t above 10) bar subjected to torsion T, the value of maximum shear stress will be
A solid circular shaft of 4 cm in diameter is subjected to a shear stress of 20 kN/cm, then the value of twisting moment (kN-cm) will be: