YOUNG'S MODULUS OF ELASTICITY (Y)

Longitudinal/ Normal (Stress/Strain)|| Young's Modulus OF Elasticity|| Elastic Potential Energy|| Heavy Rod

Elasticity |Strain |Stress|Young's Modulus Of Elasticity |Elongation Due To Self Weight |OMR

A rod PQ of mass, area of cross section A, length l and young's modulus of elasticity Y is lying on a smooth table as shown in figure. A force Fis applied at P. Find (a) tension at a distance x from end P, (b) longitudinal stress at this point, (c) total change in length and (d) total strain the rod.

A rod PQ of mass, area of cross section A, length l and young's modulus of elasticity Y is lying on a smooth table as shown in figure. A force Fis applied at P. Find (a) tension at a distance x from end P, (b) longitudinal stress at this point, (c) total change in length and (d) total strain the rod.

The relation between Young's modulus (Y) bulk modulus (K) and modulus of elasticity (eta) is:

Each of three blocks shows in figure has a mass 3 kg. The wire connecting blocks A and B has area of cross-section 0.005 cm^(2) and Young's modulus of elasticity Y = 2 xx 10 ^(11) N//m^(2) . Neglect friction. Find the elasticity potential energy stored per unit volume in wire connecting blocks A and B in steady state. (Taken g = 10 m//s^(2))

Each of three blocks shown in figure has a mass 3kg. The wire connecting, blocks A and B has area of cross-section 0.005 cm^2 and Young's modulus of elasticity Y = 2xx10^11 N//m^2 . Neglect friction. Find the elastic potential energy stored per unit volume in wire connecting blocks A and B in steady state

Introduction OF elasticity||Cause OF elasticity||Stress & types OF stress||Strain||Young's modulus||Elastic potential energy

Introduction OF elasticity||Cause OF elasticity||Stress & types OF stress||Strain||Young's modulus||Elastic potential energy