1 / 19

Energy Transfer….

Energy Transfer…. Examples of lots of Kinetic Energy. What about this one…. So what does K depend on?. Kinetic Energy depends not only on the speed, but also the mass of the object. K = ½ mv 2 Increasing velocity has a greater effect than increasing mass. Proportional Reasoning.

hinda
Download Presentation

Energy Transfer….

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Energy Transfer….

  2. Examples of lots of Kinetic Energy

  3. What about this one….

  4. So what does K depend on? • Kinetic Energy depends not only on the speed, but also the mass of the object. • K = ½ mv2 • Increasing velocity has a greater effect than increasing mass

  5. Proportional Reasoning • What would happen to the kinetic energy of an object if I…. • Doubled the mass? • Quadrupled the mass? • Cut the mass by 1/3?

  6. Proportional Reasoning • What would happen to the kinetic energy of an object if I…. • Doubled the velocity? • Quadrupled the velocity? • Cut the velocity by 1/3? 4x

  7. Calculations • Usain Bolt has a mass of 94 kg and can reach a speed of 12.2 m/s. Calculate his K. • At 31 m/s, the cheetah has 28,830 J of kinetic energy. Calculate his mass. • T-Rex has a mass of 6,000 kg and has 192,000 J of kinetic energy. Calculate his velocity.

  8. Show car video

  9. Show sliding car

  10. Now it’s time for calculations… Here is a graph of v vs. t…. What is the car’s initial velocity? What is the car’s final velocity? Mass of the prius is roughly 2,000 kg Calculate the change in kinetic energy…

  11. Draw Free Body Diagram for the car after applying the brakes… • What direction is the car moving? • What direction is friction? • What does this tell you about the work being done on the car?

  12. Calculating Work • W = F x d • Force – Only force doing work is friction, and Newton’s 2nd Law states that F = ma. • W = (ma) x d • We know the mass of the prius, but what about its acceleration?

  13. Looking back…. • How did we find acceleration from a v vs. t graph?

  14. Calculating Work… • We had the equation, W = (ma) x d • We now know m and a… • What about the distance travelled? • How can we get it from the v vs. t graph? • Area….but that isn’t a pretty shape.

  15. x vs. t graph is WAY easier

  16. Calculating Work… • We’re still doing this?!?

  17. Calculating Work… • W = (ma) x d • W = 2000 kg x 1.9515 m/s/s x -8.38 m • W = -32,707.14 J

  18. But wait… • We said the change in kinetic energy was -32,670 J • And the work done by friction was equal to -32,707 J. That’s because….W = ΔKWork-Energy Theorem

  19. That’s because….W = ΔKWork-Energy Theorem

More Related