Two forces `F_(1)` and `F_(2)` are applied at the ends of a metal rod of Yougn's Modulus `Y`, length `l` as shown.

Longitudinal stress at the given cross-section `PQ` if the cross-section of the rod is `A_(0)` and tension is `T`

A homogeneous rod of length L is acted upon by two forces F_(1) and F_(2) applied to its ends and directed opposite to each other. With what force F will the rod be stretched at the cross section at a distance l from the end where F_(1) is applied?

A homogeneous rod of length L is acted upon by two forces F_(1) and F_(2) applied to its ends and directed opposite to each other. With what force F will the rod be stretched at the cross section at a distance l from the end where F_(1) is applied?

Two forces F_(1) and F_(2) ( F_2 gt F_(1)) are applied at the free ends of uniform rod kept on a horizontal frictionless surface. Find tension in rod at a distance x from end ‘A’,

A force F doubles the length of wire of cross-section a The Young modulus of wire is

A force F doubles the length of wire of cross-section a The Young modulus of wire is

on heating a cylindrical metallic rod, its length increases by 2% . Then area of cross section of rod will

on heating a cylindrical metallic rod, its length increases by 2% . Then area of cross section of rod will

A homogeneous rod of length 'L' is acted upon by two forces F_(1) and F_2 applied to its ends and directed opposite to each other. If F_(2) gt F_(1) then with what force 'F' will the rod be stretched at the cross-section at a distance 1 from the end where F_(1) is applied:

As shown in figure 10 N force is applied at two ends of a rod. Calculate tensile stress and searing stress for section PR, Area of cross section PQ is 10 cm^(2).

Two equal and opposite point forces applied at mid- points of the ends of a rod of square cross shown. Consider the dotted section ABCD . If the rod is cut across this Gloss section, the force exerted by the right part of the rod on left part across this cross section is