State The Two Conditions Employed In Solving A Composite Bar Subjecte

1.	State The Two Conditions Employed In Solving A Composite Bar Subjected To An Axial Load?
Answer» Two conditions employed in solving a composite bar are P=f1A1 + f2A2 e= F1/E1 + f2/E2 Where P =total load e= strain f1 and f2 = stress set up in the respective materials. E1 and E2 = modulus of elasticity of the respective materials. Give the relationship between modulus of elasticity, modulus of rigidity and bulk modulus. E = 9KC / 3K+C Where E= young’s modulus K= bulk modulus C= rigidity modulus Two conditions employed in solving a composite bar are Where P =total load e= strain f1 and f2 = stress set up in the respective materials. E1 and E2 = modulus of elasticity of the respective materials. Give the relationship between modulus of elasticity, modulus of rigidity and bulk modulus. E = 9KC / 3K+C Where E= young’s modulus K= bulk modulus C= rigidity modulus

State The Two Conditions Employed In Solving A Composite Bar Subjected To An Axial Load?

Answer»

Two conditions employed in solving a composite bar are

Where P =total load

e= strain

f1 and f2 = stress set up in the respective materials.

E1 and E2 = modulus of elasticity of the respective materials.

Give the relationship between modulus of elasticity, modulus of rigidity and bulk modulus.

E = 9KC / 3K+C

Where

E= young’s modulus

K= bulk modulus

C= rigidity modulus