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Momentum, Energy, Work Momentum, Energy, Work and Powerand Power
Section 1Section 1
MomentumMomentum
MomentumMomentum
• Momentum is related to how much force is need to change the movement of an object
• Momentum equals mass times velocity
• Momentum is a vector
p=mv
MomentumMomentum• In collisions or other
encounters, momentum is transferred between objects
• In any encounter, the total momentum of the objects does not change – it is conserved
Law of Conservation of Momentum
Conserving MomentumConserving Momentum
How is momentum conserved when a cannon is fired?
The mass and velocity of the cannon ball must equal the mass and velocity of the cannon
Units for MomentumUnits for Momentum
• mv = kg m / s• The SI unit for momentum is a
kilogram meter per second• Is that the only way to get
momentum?• F = N = kg m / s2
• Ft = kg m / s2 X s = kg m / sFt = Δmv
ImpulseImpulse• Ft is known as inpulse measured in
Newton seconds• In a collision or other interaction
Impulse = change in Momentum• Seatbelts, airbags and crumple
zones increase the time of acceleration in a crash decreasing the force on you making the crash more survivable
J = Ft
Section 2 Section 2
EnergyEnergy
Momentum, Energy, Work Momentum, Energy, Work and Powerand Power
EnergyEnergy
• Energy is the ability to make change
• The total energy of a system is called mechanical energy
• Energy is divided into two types: Kinetic and Potential
Mechanical Energy = KE + PE
Kinetic EnergyKinetic Energy
• Energy in motion
• For objects in motion, the amount of kinetic energy is dependent on its mass and its velocity
• The kinetic energy of something in motion =1/2 mass times velocity squared
KE = ½ mv2
Kinetic EnergyKinetic Energy
• KE = ½ mv2 or = ½ kg(m/s)2
• kg m2/s2 = 1 Joule
• Joule is the SI unit used to measure energy
James Joule 1818 - 1889James Joule 1818 - 1889
Question?Question?
• Does 10 kg moving a 5 m/s have the same energy as 5 kg moving at 10 m/s?
• Remember KE = ½ mv2
NO
Potential EnergyPotential Energy
• Stored energy in a motionless object – has the potential or ability to cause change–Elastic - objects that are
stretched or compressed
–Chemical – chemical bonds
–Gravitational – Height
Potential EnergyPotential Energy
• PE - energy stored in things above the earth
• PE depends on mass, height and acceleration due to gravity
PE = mgh
PEPE
• PE = m X 9.8 m/s2 X height• That’s kg X m/s2 X m or kg m2/s2
• kg m2/s2 = 1 Joule, the same as kinetic energy
• What is the PE of a 10 kg mass 5 m above ground?
• PE = 10 X 5 X 9.8 = 490 J
Law of Conservation of EnergyLaw of Conservation of Energy
• Energy may change from one form to another, but the total amount never changes
• As an example, what happens in a swing?
• If the energy of a swing decreases, some other object must increase its energy by an equal amount
Section 3Section 3
WorkWork
Momentum, Energy, Work Momentum, Energy, Work and Powerand Power
Work - DefinedWork - Defined• Transfer of energy that occurs
when a force makes an object move
• The object must move for work to be done
• The motion of the object must be in the same direction as the applied force
Work is Related to EnergyWork is Related to Energy
• Energy is always transferred from the object doing the work to the object on which the work is done
• Work is done on an object only when a force is being applied to the object and the object moves
Calculating WorkCalculating Work
• Work equals force (in Newtons) times distance
W = F X D
Work UnitsWork Units
• W = FXD
• W = N X m or kg m2/s2
• Kg m2/s2 are the same units as energy
• Therefore work is measured in Joules
Question TimeQuestion Time
If you hold 100 kg over your head, are you doing
any work?
NO!
Section 4Section 4
PowerPower
Momentum, Energy, Work Momentum, Energy, Work and Powerand Power
Work and TimeWork and Time
• The relationship between work and time is called power
• Power equals work / time
P = W / T
Power UnitsPower Units
• P = W/T
• P = Joules/sec
• Joule/sec = Nm/sec = watt (W)
• Since work and energy are related, power also can be calculated by dividing energy by time
James WattJames Watt
Scottish scientist and inventor 1736 - 1819