P2 Flashcards
How does friction work?
driving force = friction force ; steady speed
driving force > friction force ; accelerate
driving force < friction force ; decelerate
How can moving vehicles and falling objects reach a terminal velocity?
- driving force > friction force
- Resistance is directly proportional to the velocity of the object
- Acceleration is decreased until friction = driving force
How are cars designed to have less drag?
Streamlined.
What is Inertia?
The measure of how difficult it is change an object’s velocity.
What is Inertia dependent on?
The mass of the object. Larger the mass, larger the Inertia, harder it is to change the velocity of an object.
What is Newton’s Third Law?
Reaction forces are equal and opposite.
What is a vector?
It has size and direction.
What is a vector?
It has size and direction.
What is a vector?
It has size and direction.
What causes a change in Momentum?
Resultant force causes it to accelerate.
Acceleration is change in velocity over time,
so: force = mass x change in velocity / time
Mass x change in velocity = change in momentum
Calculate the momentum of a 220,000 kg aeroplane that is travelling at 250m/s.
220,000 x 250 = 550,000,00 kg m/s
Calculate the force a tennis racket has to apply to a 58g tennis ball to accelerate it from rest to 34m/s in 11.6 ms.
Convert units: 58g -> 0.058kg, 11.6ms -> 0.0116
Change in momentum: (0.058 x 34) - (0.058 x 0) = 1.972
Force: 1.972 / 0.0116 = 170N
What does the conservation of momentum mean?
Momentum Before = Momentum After
Ball A has a mass of 0.08kg while Ball B has a mass of 0.36kg. Ball A moves towards Ball B at 9m/s in the same direction which Ball B moves at 3m/s.
The two balls collide. Ball A stays stationary and Ball B moves away. Calculate the velocity of Ball B after the collision.
Total momentum before: momentum of ball A and B
= (0.08 x 9) + (0.36 x 3) = 1.8 ,, because before = after
Total momentum after = 1.8 / 0.36 = 5m/s
What are elastic collisions?
Total energy in the kinetic energy stores of objects are same before and after collisions. (Energy is conserved)
What is an inelastic collision?
Some of the energy in the kinetic energy stores are transferred to other stores. (e.g by heating or sounds)
A 2kg trolley travelling at 1.5m/s collides with a 3kg stationary trolley. They move away together at constant speed. Find the final velocity of the two trolleys.
(2 x 1.5) + (3 x 0) = 3kg m/s
3/ (2+3) = 0.6 m/s