I E Irodov Physical Fundamentals of Mechanics (Dynamics of a Solid Body) Q. 1.265
'Dynamics of a Solid Body' is significant from the perspective of scoring high in IIT JEE. 2 to 3 questions asked every year in the JEE Main exam from Dynamics of a Solid Body. IE Irodov Chapter 5 Dynamics Of A Solid Body Solutions will be of great help to the IIT JEE students.
Q. 1.265 A small body A is fixed to the inside of a thin rigid hoop of radius R and mass equal A. The hoop rolls without slipping over a horizontal plane; at the moments when the body A gets into the lower position, the centre of the hoop moves with velocity v0 (Fig. 1.68). At what values of v0 will the hoop move without bouncing?
Complete I E Irodov Physical Fundamentals of Mechanics (Dynamics of a Solid Body) Q 1.265 Video Solution -
We can say that a good understanding of the principle will help an Indian & NRI student achieve between 20 and 30 marks ranging from one test to another.
Indian & NRI students who wish to take admission in top engineering colleges in India, Knowing the important topics of the latest JEE Main, weightage of Dynamics of a Solid Body video solutions will help Indian & NRI students prepare faster and score more.
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Key Point of Dynamics of a Solid Body:
The dynamics of a rigid body system are defined by the kinematics laws and the application of Newton's second law (kinetics) or their Lagrangian mechanics' derivative form.
The solution of these motion equations provides a description of the position, motion, and acceleration, as a function of time, of the individual components of the system and of the system itself as a whole.
An important tool in computer simulation of mechanical systems is the formulation and solution of rigid body dynamics
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Important Topics Questioned Covered in Physical Fundamentals of Mechanics IE Irodov:
Rigid-body dynamics studies the movement of interconnected-body systems under external forces. The presumption that the bodies are rigid, meaning that under the action of applied forces they do not deform, simplifies the study by reducing the parameters that characterize the system's configuration to the translation and rotation of the reference frames attached to each object. This excludes bodies that display fluid, plastic behavior, and highly elastic.
Following topics are covered in I E Irodov solutions:
|I E Irodov Topics||I E Irodov Solutions|
|The fundamental equations of Dynamics||Video Solutions|
|Laws of Conservation of Energy, Momentum and Angular Momentum||Video Solutions|
|Universal Gravitation||Video Solutions|
|Elastic Deformation of a Solid Body||Video Solutions|
|Relativistic Mechanics||Video Solutions|
Important IE Irodov Video Solutions You Should Not Miss:
- Physical Fundamentals of Mechanics
- Thermodynamics and Molecular Physics
- Oscillations and Waves
- Atomic and Nuclear Physics
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