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Classical Mechanics

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Dynamics Forces and why objects move as they do. Statics special case - forces cause no motion ... Position, distance or speed must be specified wrt some ... – PowerPoint PPT presentation

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Title: Classical Mechanics


1
Classical Mechanics
  • Kinematics how objects move
  • Translational motion
  • Rotational motion
  • Vibrational motion
  • Dynamics Forces and why objects move as they do
  • Statics special case - forces cause no motion

2
Reference Frames
  • Position, distance or speed must be specified wrt
    some reference frame.
  • Coordinate axis
  • Position coordinate
  • Displacement change in position
  • final minus initial
  • Displacement is a vector! Direction is from the
    initial to final position.

3
Average Velocity
4
More Examples
5
Velocity
  • Average velocity
  • Instantaneous velocity

Velocity vs. Speed?
6
Instantaneous Velocity
7
Acceleration
  • Average acceleration
  • Instantaneous acceleration

8
Example Problem 1
  • A jogger runs in a straight line with
  • an average velocity of 5.00 m/s for 4.00 min.
  • an average velocity of 4.00 m/s for 3.00 min.
  • What is her total displacement?
  • What is her average velocity during this time?

9
Example Problem 2
  • A particle moves along the x-axis acording to the
    equation
  • What must be the units on the constants?
  • What is the instantaneous velocity at t 3 s
  • What is the instantaneous acceleration at t 3 s.

10
Motion Diagrams
11
What if acceleration is known?
12
Memory Aid
13
Constant Acceleration
14
Example Problem 3
  • A car will go 0 to 87 mph in 8 sec. Assume the
    acceleration is constant.
  • Find the acceleration
  • Find the position after 8 sec.
  • Find the velocity after 10 sec.

15
Falling Objects
  • Galileo at a given location on the earth and in
    the absence of air resistance, all objects fall
    with the same constant acceleration.

16
Example Problem 4
  • A person throws a ball upward into the air with
    an initial velocity of 15.0 m/s.
  • Find
  • How high it goes
  • How long the ball is in the air before it comes
    back to his hand
  • How much time it takes to reach maximum height
  • The velocity of the ball when it returns to the
    throwers hand
  • At what time the ball passes a point 8.00 m above
    the persons hand.

17
The Graphs
18
Homework
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