List-I | List-II |
---|---|
(A) A force that restores an elastic body of unit area to its original state | (I) Bulk modulus |
(B) Two equal and opposite forces parallel to opposite faces | (IV) Shear modulus |
(C) Forces perpendicular everywhere to the surface per unit area same everywhere | (III) Stress |
(D) Two equal and opposite forces perpendicular to opposite faces | (II) Young's modulus |
Six coins tossed simultaneously then find the probability of getting at least 4 heads.
Find the products formed if chlorine reacts with the cold and dilute sodium hydroxide solution.
Stress and Strain are the terms in physics, which are used to explain deformation of solids.
Force applied per unit area is known as stress.
As a result of stress, change of shape is observed in the body. The change or deformity consequential to the stress acting on the body is called strain. Strain can be defined as the amount or measure of deformity that takes place due to the force applied on the object.
Strain is denoted with (ε). It has no units.
Longitudinal Strain = Δ L/L
The English scientist Robert Hooke, while studying spring and elasticity, noticed that many materials displayed an identical property when the stress-strain relationship was studied. There exists a linear region where the force required to stretch the material was proportional to the extension of the material; this is called Hooke’s law. Mathematically, the law is presented as:
F = -k.x
Where, F = the force
x = the extension length
k = spring constant in N/m