Momentum and Newton's Laws in Physics
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Momentum
Momentum (p)
Product of mass and velocity
Equation
p = mv
Vector quantity with direction the same
as v
Unit kg-m/s
Relationship with Inertia
More momentum something has, the
harder it is to change its inertia
Greater effect it will have if in an impact
or collision
A force is required to change an
object’s momentum (increase it,
decrease it, or change it’s direction)
Example 1
Is it possible for a bullet and a car to
have the same momentum?
What velocity would a 500 kg car have
to experience to have the same
momentum as a 25 g bullet traveling at
370 m/s?
Newton’s 2
nd
Law
F = ma
a =
Δv/t
F = m(v
f
– v
i
) / t
F = (mv
f
– mv
i
) / t
Ft = mv
f
– mv
i
Impulse is defined as the force times
the time over which the force acts
Impulse = Ft =
mv
f
– mv
i
In order to change the momentum of
an object, two quantities are important
(Force and time)
Impulse
Example 2
For a top player, a tennis ball may leave
the racket on the serve with a speed of
55 m/s. If the ball has a mass of
0.060kg and is in contact with the
racket for 0.004 s, what is the force on
the ball?
Example 3
Water leaves a hose at a rate of 1.5kg
in 1.0 s with a speed of 20m/s and is
aimed at the side of a car, which stops
it. What force is exerted by the water
on the car?
Example 4
If the water splashes back from the car
at 15m/s, what is the force on the car?
Momentum is the product of mass and velocity, influencing an object's resistance to changes in motion. Newton's second law relates force to acceleration, while impulse is crucial in altering an object's momentum. Explore examples illustrating these concepts in action.
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Presentation Transcript
Momentum (p) Product of mass and velocity Equation p = mv Vector quantity with direction the same as v Unit kg-m/s
Relationship with Inertia More momentum something has, the harder it is to change its inertia Greater effect it will have if in an impact or collision A force is required to change an object s momentum (increase it, decrease it, or change it s direction)
Example 1 Is it possible for a bullet and a car to have the same momentum? What velocity would a 500 kg car have to experience to have the same momentum as a 25 g bullet traveling at 370 m/s?
Newtons 2ndLaw F = ma a = v/t F = m(vf vi) / t F = (mvf mvi) / t Ft = mvf mvi
Impulse Impulse is defined as the force times the time over which the force acts Impulse = Ft = mvf mvi In order to change the momentum of an object, two quantities are important (Force and time)
Example 2 For a top player, a tennis ball may leave the racket on the serve with a speed of 55 m/s. If the ball has a mass of 0.060kg and is in contact with the racket for 0.004 s, what is the force on the ball?
Example 3 Water leaves a hose at a rate of 1.5kg in 1.0 s with a speed of 20m/s and is aimed at the side of a car, which stops it. What force is exerted by the water on the car?
Example 4 If the water splashes back from the car at 15m/s, what is the force on the car?
