The hoop stress in a thin cylinder is calculated using the formula $\sigma_h = \frac{Pr}{t}$, where P is the internal pressure, r is the inner radius, and t is the thickness.
A thin cylinder of inner radius 500 mm and thickness 10 mm is subjected to an internal pressure of 5 MPa. The average circumferential (hoop) stress in MPa is 0 - Question not attempted
Asked in Assistant Eng. (Mechanical) Competitive Examination, 2023 · Topic: Physical Properties of Materials (Tensile Strength and Yield Strength)
More Physics questions
- A plate with a circular hole in the centre is subjected to a tensile load. The maximum stress induced at the edge of hole will be ______ of the normal stress. - (5) Question not attempted
- In the calculation of induced shear stress in helical spring, the Wahl's correction factor is used to take care of combined effect of - (5) Question not attempted
- Ultimate tensile strength is the
- The value of average bond stress $T_{bd}$ depends on
- As per IS-800, the efficiency of a riveted joint for minimum pitch is
- As per IS-800, the minimum size of fillet weld to connect two 10 mm thick plates is
- The main reinforcement of an RCC slab is designed for 10 mm diameter bars @100 mm spacing. Now it is required to replace 10 mm bars by 12 bars, the spacing of 12 mm bars should be
- A frame consisting of three joints and four members is a ______ frame.