I E Irodov Physical Fundamentals of Mechanics (Elastic Deformation of a Solid Body) Q. 1.308
I E Irodov Physical Fundamentals of Mechanics (Elastic Deformation of a Solid Body)
'Elastic Deformation of a Solid Body' is significant from the perspective of scoring high in IIT JEE. 2 to 3 questions asked every year in JEE Main exam from Elastic Deformation of a Solid Body. IE Irodov Chapter Elastic Deformation of a Solid Body will be of great help to the IIT JEE students.
Q. 1.308 A uniform ring of mass m, with the outside radius r2, is fitted tightly on a shaft of radius r1. The shaft is rotated about its axis with a constant angular acceleration β. Find the moment of elastic forces in the ring as a function of the distance r from the rotation axis.
Complete I E Irodov Physical Fundamentals of Mechanics (Elastic Deformation of a Solid Body) Q 1.308 Video Solution -
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Key Point of Elastic Deformation of a Solid Body:
- Solid objects will deform when they are subject to adequate forces. If the material is elastic, the object will return to its original shape and size when these forces are removed. The law of Hooke states that force should be proportional to the extension.
- In elastic deformation, the distribution on a microscopic scale of the internal energy is irrelevant to the problem of macroscopic deformation. So the internal energy of a fictitious homogeneous elastic continuum can be replaced by the internal energy.
Important 'Elastic Deformation of a Solid Body' Questions You Should Not Miss:
I E Irodov Topics Elastic Deformation of a Solid Body | I E Irodov Solutions |
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Important Topics Covered in Physical Fundamentals of Mechanics IE Irodov:
Analysis of large elastic deformations in solids is the most important for rubbers and rubber compounds (elastomers), as their main characteristics determine the consistency and applicability of these materials and their ability to undergo large recoverable deformations.
Following topics are covered in I E Irodov solutions:
I E Irodov Topics | I E Irodov Solutions |
Kinematics | Video Solutions |
The fundamental equations of Dynamics | Video Solutions |
Laws of Conservation of Energy, Momentum and Angular Momentum | Video Solutions |
Universal Gravitation | Video Solutions |
Dynamics of a Solid Body | Video Solutions |
Hydrodynamics | Video Solutions |
Relativistic Mechanics | Video Solutions |
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