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Work and Energy







More relationships between

forces, time and motion

What is energy?

 Central concept in science

 Energy is the mover and changer of matter

 Isaac Newton didn’t think about things in terms

of energy!

 We think about energy mostly in terms of what

happens when it’s transformed

 Energy is defined as the capacity to do work

• Energy has units of Joules

Classifying Energy

Energy







Non-Mechanical

Mechanical Energy

Energy





Potential Energy Kinetic Energy

Heat

(Energy due to position) (Energy of motion)







Gravitational Light







Elastic Nuclear







Chemical

Conservation of Energy

 Energy is neither created nor destroyed

unless there is external work input or

output on the system

 Instead energy is transformed from one

form to another

 Examples:

• Matches

• Car Engines

BIG IDEA: What is the system?

 We saw this before when we talked

about conservation of momentum

 Systems are either

• Open

• Energy is coming in or leaving, or work is being

done on the system

• Closed

• Energy is not entering or leaving the system

Conservation of Energy

 BUT remember E=mc2

• Mass and energy can be converted into each

other

• Only where there are nuclear reactions going

on

• Fission

• Fusion

• Radioactive Decay

Potential Energy

 Potential energy is energy stored as the

result of an object’s position

• Elastic—rubber band example

• Gravitational—dropping an apple

 Units of P.E. are J

Potential Energy and Work

 Work to lift an object to a height h at constant

velocity

• Applied force and force of gravity are equal and

opposite



Work  Fappl  h  Fgrav  h  P.E.

 Work done on the object is equal to the

potential energy of the object

• Work = P.E.

Potential Energy



P.E.   Fgrav  h  mg  h  mgh

h  height in m

g  10 m/s 

2

Potential Energy



P.E.   Fgrav  h  mg  h  mgh

h  height

g  10 m/s  2

Potential Energy

 Understanding the equation



P.E.  Fgrav  h  mg  h  mgh

• As height is doubled, PE is doubled

• As mass is doubled, PE is doubled

Kinetic Energy

 Kinetic energy is the energy of motion, where v is

velocity

KE  mv 1

2

2





 KE is a scalar



 If mass is doubled, KE is doubled

 If velocity is doubled, KE is multiplied by 4



 Units of KE are Kgm2/s2=Joule

Conservation of Energy

Energy converts between potential and

kinetic in a pendulum if no friction

Ideal vs. Real World

Elastic Collisions

No energy losses



Inelastic Collisions

Energy losses

A real life inelastic collision

 Watch the bear!

 Inelastic in the extreme



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