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Chapter 2 Linear Motion. The Language of Physics.

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Presentation on theme: "Chapter 2 Linear Motion. The Language of Physics."— Presentation transcript:

1 Chapter 2 Linear Motion

2 The Language of Physics

3 Why? Who decided this?

4 We need to be able to describe the location of an object relative to a fixed coordinate system That takes too many words… Let’s call it…position

5 Position Describes the location relative to a fixed coordinate system Mathematical description: x, y, r, s…

6 When an object moves, it changes position That takes too many words We need to define a word for change in position… Let’s call it…displacement

7 Displacement Change in position

8 Displacement Mathematical definition:

9 Distance What’s the difference between displacement and distance? Distance is how far you travel to get there

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11 Now that we can describe how much something moved, we would like to describe how quickly it moved The faster it moves, the less time it takes (inversely proportional) So…if we compare displacement divided by time to displace, we have described how quickly it moved That takes too many words…let’s call it:

12 Velocity How quickly an object displaces The rate of change of position

13 Velocity Mathematical definition:

14 Speed What’s the difference between speed and velocity? Speed is distance divided by time

15 Example #1

16 Velocity Average vs. Instantaneous

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20 Velocity describes how quickly something moves – we might even call it the rate of movement What if the rate of movement changes? We might say it’s speeding up or slowing down We need to be able to describe how quickly it’s speeding up or slowing down That takes too many words…let’s call it:

21 Acceleration How quickly an object is speeding up or slowing down How quickly the velocity is changing The rate of change of velocity

22 Acceleration Mathematical definition:

23 Acceleration Mathematical definition:

24 How do we describe a changing acceleration? Jerk

25 Constant Acceleration

26 Example #2

27 Example #3

28 Constant Acceleration Given: Solve for v(t)

29 Constant Acceleration Given: Solve for x(t)

30 Example 4

31 Free-Fall Motion Free-fall motion is a special case of constant acceleration Free-fall motion is straight-line motion with constant acceleration (due to gravity), but only if we ignore air resistance.

32 Free-Fall Motion

33

34 Examples 5-7


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