Title: Work has a specific definition in physics. Work is done anytime a force is applied through a distance.
1Work has a specific definition in physics. Work
is done anytime a force is applied through a
distance.
2 W Fd The unit is the newtonmeter, or joule.
3A component of the force must be in the direction
of the displacement.Only this component is used
when calculating the work.
4Example How much work is done on a vacuum
cleaner pulled 3.0 m by a force of 50.0 N at an
angle of 30.0 above the horizontal?
5Work can be positive or negative depending on
whether the force is in the same direction as
displacement or in the opposite direction.
6For example If you push a box, the work is
positive but the work the friction does is
negative.
7Kinetic energy is the energy of motion. KE 1/2
mv2
8KE is a scalar and the unit is the joule.
9Example A 7.00 kg bowling ball moves at 3.00
m/s. How much kinetic energy does the bowling
ball have? How fast must a 2.45 g table tennis
ball move in order to have the same kinetic
energy as the bowling ball? Is this reasonable?
10The net work done by a net force acting on an
object is equal to the change in the kinetic
energy of the object.
11This is called the work-kinetic energy
theorem W ?KE
12Example 25 joules of work is done to a 2 kg
ball. If the ball is not moving initially, how
fast is it moving after the work is done?
13Example A person kicks a 10.0 kg sled, giving it
an initial speed of 2.2 m/s. How far does the
sled move if the coefficient of kinetic friction
between the sled and the ice is 0.10?
14Potential Energy is stored energy, energy of
possible motion, energy of position.
15One type of potential energy is gravitational
potential energy. PE mgh
16Example A 5 kg bunch of bananas is at the top of
a 6 meter palm tree. What is the gravitational
potential energy of the bunch of bananas?
17PE mgh is just W Fd.
18The unit of potential energy is the joule. (The
unit of all types of energy and work is the
joule.)It is always measured relative to a zero
level.
19Another type of potential energy is Elastic
Potential Energy.This energy is stored in a
compressed or stretched object.
20The formula for elastic potential energy is
PEelastic 1/2 kx2The symbol k is the spring
constant, x is the distance compressed or
stretched.
21The spring constant is a measure of the force
needed to stretch or compress a spring. It is
measured in newtons per meter, N/m.
22Example How much energy is stored in a spring
with a spring constant of 10 N/m if it is
stretched 2 meters?
23Example A 70.0 kg stuntman is attached to a
bungee cord with an unstretched length of 15.0 m.
He jumps from a height of 50.0 m. When he stops,
the cord has stretched to 44. 0 m. If k for the
cord is 71.8 N/m, what is the total PE relative
to the ground when the man stops falling?
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