The good news about this image is it shows a real-life example of Momentum and impulse (Change in Momentum) , and it falls under the category of PARTIALLY ELASTIC COLLISIONS (read full course).
(And the bad news? Look closely, the batsman’s right foot is in-between the stumps, and can lead to a hit-wicket ! An AI problem. But it doesn’t Momentum and Impulse.)
Momentum of the Bat & ball as a SYSTEM, taken together is CONSERVED at the moment of impact . Momentum of the bat is exactly transferred to the ball . Bat having a much higher mass, lower velocity of course, transfers its momentum to the Ball having a much lower mass, thus the ball flies at a high velocity. Energy of the collision is conserved.
The equations for Momentum and Impulse, have nothing to do with any loss of energy at the time of Impact. [losses like thermal energy loss , sound energy emitted of bat hitting the ball, compression of the ball and so on]
In almost all the real life collisions, there will be a loss of energy , we can hear the sharp thud of bat hitting ball, and the ball’s temperature will rise very slightly.
Let’s look at the various topics covered in this course:-
1) Get a feel for the concept of Momentum and Collisions – practical example of a ball dropped on the floor and rebounding.
2) Center of Mass : what is it
3) Uniform Mass Density
4) Equation derivation of center of mass for a Uniform Straight Rod
5) Linear Momentum and Conservation of Momentum
6) Collisions types :
- Elastic/perfectly elastic
- Inelastic
- Partially Inelastic – the majority of real-world cases fall in this category
- Co-efficient of Restitution – measure of relative velocity of Approach versus Relative velocity of Separation of objects
7) Elastic Collision: animation of a ball hitting another ball , storing and release of potential energy
8) Collisions -special cases
- heavy object hits a very light object
- light object hits a stationary Heavy object
9) Perfectly Inelastic collisions: animation of ball hitting another ball
10) Partly Elastic and Partly Inelastic Collisions
11) Moving Block colliding with a stationary Spring : animation and explanation
12) Co-efficient of Restitution
13) Elastic collision in more than one dimension: animation :- ball falling into spherical cup
14) Solved Problems
Course Features
- Lectures 21
- Quiz 0
- Duration Lifetime access
- Skill level All levels
- Language English
- Students 191
- Certificate No
- Assessments Yes
- 1 Section
- 21 Lessons
- Lifetime
- Centre of Mass, Linear Momentum and collisions21
- 1.1Center of Mass
- 1.2Centre of mass of a system of plates joined together
- 1.3Centre of Mass for objects having uniform mass density
- 1.4Centre of mass for a uniform straight rod
- 1.5Centre of Mass of a Body having uniformly distributed continuous matter
- 1.6Centre of mass- for a Pyramid having a square base
- 1.7Get a feel for momentum and collision
- 1.8Linear Momentum and Law of Conservation of Momentum
- 1.9Linear Momentum , Impulse and numerical example – Cricket – Bat hitting a ball, and Time durations as per shot
- 1.10Collisions – Perfectly Elastic, Perfectly Inelastic, and Partially Elastic, and Kinetic Energy equations
- 1.11Perfectly Elastic collisions
- 1.12Special cases-Heavy object collides with very light object
- 1.13Special cases-Light object collides with stationary Heavy object.
- 1.14Perfectly Inelastic Collisions
- 1.15Partly Inelastic Collisions
- 1.16Inelastic Collision – a Moving Block collides with a Spring & Block
- 1.17Co-efficient of Restitution
- 1.18Elastic collision in 2 Dimensions
- 1.19Solved problem-1-Block & Block with spring
- 1.20Solved problem-2- Centre of Mass of welded plates
- 1.21Solved problem-3 – Coefficient of Restitution






