Warm Up

1. Warm Up Class of Energy: Electrical, Luminous, Thermal, Etc.

2. Bell Work

3. Please turn in Homework • I will not accept it late.

4. Homework • What is m: ____________ in what units? • What is v: ________________ in what units? • What is h: _________________ in what units? • What is g: _________________ in what units? • What is g on earth __________ • What is KE: ________________ in what units? • What is PME: ______________ in what units? • If you know m and KE, how do solve for v? • If you know m in kg how do you convert it to g? • If you know h in cm how do you convert it to m?

5. Worksheet Problem 1 • You need about 2000 Calories a day. A calorie is a unit of energy like a joule. The nutrition calorie is the amount of energy to raise 1 liter of water 1 degree C. How many joules do you need a day? • 1 nutrition Calorie = 1 kilocalorie = 4184 joules • The nutritional Calorie is capitalized. One C = 1000 SI calories • 2000 C * 4184 J/C = 8,368,000 or 8.37 X 106 Joules per day

6. Problem 2 • Calculate the number of joules that for a 1500 kg car (that is about the size of a 200 Acura Integra GS Coup) is traveling at 80 mph (35.8 m/s) • KE = ½ 1500 (35.8)2 = 961,230 or 9.61 x 105 Joules per second

7. Problem 3 • If an Acura were propelled with the energy that it takes for your body to run for 1 second, how fast would the Acura go? • 8,368,000 joules pre day / 24 hour per day / 60 min per hr / 60 s per min = 96.8 j per sec ________________ • V = 2 * 96.8 j/s / 1500) = 0.0166 m / s = 0.0371 mph

8. Problem 4 • If you could fuel the Acura with candy bars, how many candy bars (225 Calories per bar) would it take to propel it at 80 mph ? • 225 C for candy bar = 941, 400 J or 9.41 X 105 Joules • 1.02 candy bars per second

9. Problem 5 • You place a liter bottle of diet soda on the shelf that is 6 meters off the floor. Assume that the bottle water weighs 1000 grams. At the moment that the bottle rolled off the shelf (before it began to fall), what is the PE and what is the KE? • PE = mgh = 1000 * 9.8 * 6 = 58,800 J KE = 0 Either 58,800 as all KE = PE at 0 feet and PE = 0

10. Problem 6 • What is the PE and KE as diet soda hits the floor? • KE = 58,800 J • PE = 0

11. Conservation of Energy Conversions Between Kinetic and Potential Energy • Mechanical energyis the total amount of potential and kinetic energy in a system and can be expressed by this equation. mechanical energy = potential energy + kinetic energy

12. Conservation of Energy • An apple on a tree has gravitational potential energy due to Earth pulling down on it. Falling Objects • The instant the apple comes loose from the tree, it accelerates due to gravity.

13. Conservation of Energy • As it falls, it loses height so its gravitational potential energy decreases. Falling Objects • This potential energy is transformed into kinetic energy as the velocity of the apple increases.

14. Conservation of Energy Falling Objects • If the potential energy is being converted into kinetic energy, then the mechanical energy of the apple doesn’t change as it falls. • The potential energy that the apple loses is gained back as kinetic energy. • The form of energy changes, but the total amount of energy remains the same.

15. Conservation of Energy Energy Transformations in Projectile Motion • Energy transformations also occur during projectile motion when an object moves in a curved path.

16. Conservation of Energy Energy Transformations in Projectile Motion • However, the mechanical energy of the ball remains constant as it rises and falls.

17. Conservation of Energy • When you ride on a swing part of the fun is the feeling of almost falling as you drop from the highest point to the lowest point of the swing’s path. Energy Transformations in a Swing

18. Conservation of Energy Energy Transformations in a Swing • The ride starts with a push that gets you moving, giving you kinetic energy. • As the swing rises, you lose speed but gain height. • In energy terms, kinetic energy changes to gravitational potential energy.

19. Conservation of Energy Energy Transformations in a Swing • At the top of your path, potential energy is at its greatest. • Then, as the swing accelerates downward, potential energy changes to kinetic energy.

20. Conservation of Energy The Law of Conservation of Energy • Energy can change from one form to another, but the total amount of energy never changes.

21. Conservation of Energy • Even when energy changes form from electrical to thermal and other energy forms as in the hair dryer shown energy is never destroyed. The Law of Conservation of Energy

22. Conservation of Energy The Law of Conservation of Energy • This principle is recognized as a law of nature. • The law of conservationof energy states that energy cannot be created or destroyed.

23. Work Sheet • Due Tomorrow

24. Conservation of Energy Conserving Resources • You might have heard about energy conservation or been asked to conserve energy. • These ideas are related to reducing the demand for electricity and gasoline, which lowers the consumption of energy resources such as coal and fuel oil.

25. Conservation of Energy Conserving Resources • The law of conservation of energy, on the other hand, is a universal principle that describes what happens to energy as it is transferred from one object to another or as it is transformed.

26. Conservation of Energy Is energy always conserved? • While coasting along a flat road on a bicycle, you know that you will eventually stop if you don’t pedal. • If energy is conserved, why wouldn’t your kinetic energy stay constant so that you would coast forever?

27. Conservation of Energy The Effect of Friction • You know from experience that if you don’t continue to pump a swing or be pushed by somebody else, your arcs will become lower and you eventually will stop swinging.

28. Conservation of Energy The Effect of Friction • In other words, the mechanical (kinetic and potential) energy of the swing seems to decrease, as if the energy were being destroyed. Is this a violation of the law of conservation of energy?

29. Conservation of Energy 4.2 The Effect of Friction • With every movement, the swing’s ropes or chains rub on their hooks and air pushes on the rider. • Friction and air resistance cause some of the mechanical energy of the swing to change to thermal energy.

30. Conservation of Energy 4.2 The Effect of Friction • With every pass of the swing, the temperature of the hooks and the air increases a little, so the mechanical energy of the swing is not destroyed. • Rather, it is transformed into thermal energy.

31. Conservation of Energy • A special kind of energy conversionnuclear fusiontakes place in the Sun and other stars. 4.2 Converting Mass into Energy • During this process a small amount of mass is transformed into a tremendous amount of energy.

32. Conservation of Energy 4.2 Converting Mass into Energy • In the reaction shown here, the nuclei of the hydrogen isotopes deuterium and tritium undergo fusion.

33. Conservation of Energy • In processes involving nuclear fission and fusion, the total amount of energy is still conserved if the energy content of the masses involved are included. 4.2 Nuclear Fission

34. Conservation of Energy • Then the total energy before the reaction is equal to the total energy after the reaction, as required by the law of conservation of energy. 4.2 Nuclear Fission

35. Conservation of Energy 4.2 The Human BodyBalancing the Energy Equation • What forms of energy can you find in the human body? • With your right hand, reach up and feel your left shoulder. • With that simple action, stored potential energy within your body was converted to the kinetic energy of your moving arm.

36. Conservation of Energy 4.2 The Human BodyBalancing the Energy Equation • Some of the chemical potential energy stored in your body is used to maintain a nearly constant internal temperature. • A portion of this energy also is converted to the excess heat that your body gives off to its surroundings.

37. Conservation of Energy 4.2 Energy Conversions in Your Body • Your body stores energy in the form of fat and other chemical compounds. • This chemical potential energy is used to fuel the processes that keep you alive, such as making your heart beat and digesting the food you eat.

38. Conservation of Energy 4.2 Energy Conversions in Your Body • Your body also converts this energy to heat that is transferred to your surroundings, and you use this energy to make your body move.

39. Conservation of Energy 4.2 Food Energy • The food Calorie (C) is a unit used by nutritionists to measure how much energy you get from various foods1 C is equivalent to about 4,184 J. • Every gram of fat a person consumes can supply 9 C of energy. • Carbohydrates and proteins each supply about 4 C of energy per gram.

40. Reviewing Main Ideas 4.2 Conservation of Energy • The total amount of kinetic energy and gravitational potential energy in a system is the mechanical energy of the system: • mechanical energy = KE + GPE • The law of conservation of energy states that energy never can be created or destroyed. The total amount of energy in the universe is constant.

41. Section Check 4.2 Question 1 Mechanical energy is the total amount of _________ in a system. A. kinetic energy B. momentum C. potential energy D. potential and kinetic

42. Section Check 4.2 Answer The answer is D. Mechanical energy is the energy due to position and motion of all objects in a system.

43. Section Check 4.2 Question 2 State the law of conservation of energy. Answer The law of conservation of energy states that energy cannot be created or destroyed.

44. Section Check 4.2 Question 3 Friction converts __________ energy into ___________ energy. A. electrical, thermal B. mechanical, thermal C. thermal, electrical D. thermal, mechanical

45. Section Check 4.2 Answer The answer is B. Friction converts mechanical energy into thermal energy.