Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand...

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Momentum Momentum

Transcript of Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand...

Page 1: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

MomentumMomentum

Page 2: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

MomentumMomentum

inertia and motionNewton’s “quantity of motion”helps us understand collisions and

explosions

Page 3: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Momentum and CollisionsMomentum and Collisions Elastic Collisions– objects rebound– e.g. superball

Inelastic Collisions– object stick together an usually

become distorted and generate heat– e.g. clay ball

Page 4: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Momentum

Momentum = mass velocity

p = mv

Momentum is a vector quantity.

Page 5: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

A large truck has more momentum than a car moving at the same speed because it has a greater mass.

Which is more difficult to slow down? The car or the large truck?

Page 6: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Large Momentum Examples:

– Huge ship moving at a small velocity

– High velocity bullet

P = mv

P = mv

Page 7: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Impulse

In order to change the momentum of an object you must apply a force over some time interval.

Impulse = Force time interval = F t

Page 8: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Impulse and Momentum

Impulse = Change in Momentum = Final (mv) - Initial (mv)

F t = (mv)

Page 9: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Case 1: Increasing Momentum– Apply a force for a long time. – Examples: • Follow through on a golf swing.

– http://www.youtube.com/watch?v=Xy9GTAENiJA

• Pushing a car.

Ft

Page 10: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Case 2: Decreasing Momentum – Apply a force for a long time.– Examples:• Air bags in cars.

– http://www.youtube.com/watch?v=nlWJayKWvw0– http://www.youtube.com/watch?v=_Av0WGrlTGY – http://www.youtube.com/watch?v=D-ogrMr4lWc

• Catching an egg.• Boxing, Figure 6.6• Soft collisions, Figure 6.3.

Ft

Page 11: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Case 3: Decreasing Momentum– Apply a force for a short time.– Examples: • Boxing• Karate

– http://www.youtube.com/watch?v=jttqJZ9sTBk

Ft

Page 12: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Conservation of MomentumThis means that the momentum doesn’t

change.

Recall that F t = mv)

In this equation, F is the "external force".

Internal forces cannot cause a change in momentum.

Page 13: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

ExamplesConservation of Momentum: If

there are no external forces, the total momentum for a system remains unchanged.

Example 1: a person sitting inside a car pushing against the dashboard

Example 2: a bullet fired from a rifleExample 3: a rocket is space

Page 14: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Conservation of momentum

The total momentum of a group of interacting objects remains the same in the absence of external forces

Applications: Collisions, analyzing action/reaction interactions

Page 15: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Question

Which has more momentum?– (A) A parked cruise ship – (B) You in your vehicle driving home

Page 16: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Question

1. A force times time is most appropriately called

(a) weight(b) impulse(c) velocity(d) momentum

Page 17: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Question

2. Suppose two freight cars of equal mass are coupled by a collision. This is an example of

(a) an elastic collision(b) an inelastic collision(c) none of the above

Page 18: Momentum Momentum inertia and motion Newton’s “quantity of motion” helps us understand collisions and explosions.

Question

3. Which of the following is true about momentum?

(a) it is a vector(b) it is a product of mass times velocity(c) impulses are required to change it(d) all of the above