App Logo

No.1 PSC Learning App

1M+ Downloads
Hoop stress in thin walled cylinder is

Alongitudinal tensile stress

Bradial stress

Ccircumferential tensile stress

Dcompressive stress

Answer:

C. circumferential tensile stress

Read Explanation:

Circumferential stress, also known as hoop stress, is the stress acting along the circumference of a thin-walled cylinder and is generally tensile in nature. It is given by the equation σh=PD2t\sigma_{h} = \frac{PD}{2t} Longitudinal stress, which acts along the length, is also tensile, while radial stress, acting in the direction of the radius, is compressive. The equation for longitudinal stress is σl=PD4t\sigma_{l} = \frac{PD}{4 t} .

Related Questions:

In an internally pressurized thick cylinder
An air vessel has circumferential stress of 267.75 N/mm²; longitudinal stress of 133.875 N/mm²; value of Young's modulus E = 2.1 x 10⁵ N/mm², Poisson's ratio m = 0.3: value of the circumferential strain will be
The Hoop stress developed in the thin cylinders is given by- (where P = Internal pressure, d = Internal diameter and t =wall thickness)
A thick cylinder with 10 mm internal diameter and 20 mm external diameter, is subjected to an internal fluid pressure of 60 MPa. The hoop stress at the inner surface is
A seamless pipe having a diameter of 600 mm and thickness of 9 mm, contain the fluid under a pressure of 4 MPa, find the longitudinal stress developed in the pipe.