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Potential and Kinetic Energy • Energy: is the ability to do work
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Potential and Kinetic Energy Energy: is the ability to do work.

Dec 20, 2015

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Page 1: Potential and Kinetic Energy Energy: is the ability to do work.

Potential and Kinetic Energy

• Energy: is the ability to do work

Page 2: Potential and Kinetic Energy Energy: is the ability to do work.

Kinetic Energy= the energy an object possesses

because of its motion

• The amount of Kinetic energy is dependent on the mass of the object in motion and it’s velocity.

Page 3: Potential and Kinetic Energy Energy: is the ability to do work.

VELOCITY

Velocity = distance ÷ time

Distance = metersTime = seconds

Page 4: Potential and Kinetic Energy Energy: is the ability to do work.

Calculating kinetic energy

If we know the mass of an object and its velocity we can determine the amount of kinetic energy possessed by using the following formula:

kinetic energy = 1/2 (mass of object)(velocity of object)2

or KE = 1/2 mv2

or KE = 0.5mv2

The SI unit for kinetic energy is the Joule (J).

A Joule is kg m2/s2

Page 5: Potential and Kinetic Energy Energy: is the ability to do work.

A bicycle with a mass of 14 kg traveling at a velocity of 3.0 m/s

east has how much kinetic energy?

KE = 0.5mv2 = 0.5(14 kg)(3.0 m/s)2

= 0.5(14 kg)(9.0 m2/s2)

= 63 kg x m2/s2 = 63 J

Page 6: Potential and Kinetic Energy Energy: is the ability to do work.

A 1200 kg automobile is traveling at a velocity of 100 m/s northwest.

What is the kinetic energy of the automobile?

KE = 0.5 mv2 = 0.5(1200kg)(100 m/s)2

= 0.5(1200 kg)(104 m2/s2)

= 6 x 106 kg m2/s2 = 6 x 106 J

Page 7: Potential and Kinetic Energy Energy: is the ability to do work.

Potential Energy

• The energy of position

• The amount of energy contained in an object at rest

Page 8: Potential and Kinetic Energy Energy: is the ability to do work.

Determining Potential Energy

• By its position and its weight (mass X gravity)

PE = (mass)(gravity)(height) = mgh

• where m is mass in kg

• g is the force of gravity = 9.8 m/s2

• h is the height

• The SI unit that represents potential energy is the Joule (J) (kg m2/s2).

Page 9: Potential and Kinetic Energy Energy: is the ability to do work.

Examine an example of potential energy

A flower pot with a mass of 15 kg is sitting on a window sill 15 meters above the ground. How

much potential energy does the flower pot contain?

• PE = (mass)(gravity)(height)• = (15 kg)(9.8 m/s2)(15 m)• = 2205 kg m2/s2

• = 2205 J• = 2.2 x 103J

Page 10: Potential and Kinetic Energy Energy: is the ability to do work.

Examine an example of potential energy

• If the flower pot is lowered to a window sill that is 10. m from the ground. Does this change the potential energy of the flower pot?

PE = (mass)(gravity)(height)= (15 kg)(9.8 m/s2)(10. m)= 1470 kg m2/= 1470 J= 1.5 x 103J

Page 11: Potential and Kinetic Energy Energy: is the ability to do work.

Potential or Kinetic Energy?

• Moving car

• Tree branch

• Bent car fender

• Balloon filled with air

• Balloon squirting around room

• Person inside a moving car

Page 12: Potential and Kinetic Energy Energy: is the ability to do work.

• What type of energy does the space shuttle have at lift off?

Page 13: Potential and Kinetic Energy Energy: is the ability to do work.
Page 14: Potential and Kinetic Energy Energy: is the ability to do work.

Conversion of Potential to Kinetic Energy

• In this picture both kinds of energy are evident. Can you point them out?

Page 15: Potential and Kinetic Energy Energy: is the ability to do work.

• The water at the top has potential energy

• When water falls to a lower level, the potential energy is converted to kinetic energy.

Page 16: Potential and Kinetic Energy Energy: is the ability to do work.

Example