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Ch 2 Linear Motion
Motion in a straight line
All Motion is Relative!
• …..even as we sit still, we are hurdling through space.
• When we describe motion we do it with regards
to something.
• The Train is leaving the station or is the station leaving the
• train?
• • A car in the Indy 500 travels 500 miles in the race but ends up
• at the same point.
• • On the school bus traveling at 30mph you throw a ball to a
• classmate, how fast is the ball moving?
• • We usually describe motion relative to the
surface of the Earth.
Speed
• Speed is a “scalar quantity” – this means it does
not include direction.
• Speed is my distance covered divided by the
time it takes me
• I am running at 10miles per hours, but I do not
tell you where – this is speed.
• Speed = distance/time
• – Miles per hour (mi/h), kilometers per hour
(km/h),
meters per second (m/s), light-years per century
• – The symbol / is read as “per”
Speed cont..
• Speed is the measure of how fast something
moves, it is a unit of distance divided by a
unit of time. We think of it in two ways.
• – Instantaneous speed
• – Average Speed
• Instantaneous Speed: speed at any given
instant. “speedometer”
– • Average Speed: total distance/ total time
Velocity
• Is a vector, meaning it includes
direction.
• Ex: a car travels at 60 km/hr heading
north.
• Going in a straight line at the same
speed is called constant velocity.
• But changing speed (hit the brakes) or
direction ( turn a corner), then we have
a change in velocity.
• Changing velocity (in either way) is
called acceleration.
Acceleration
• “how quickly velocity changes”. ( or how
fast you change speeds)
• Can be positive or negative.
• Positive acceleration – speeding up.
• Negative acceleration – slowing down,
and is sometimes called deceleration.
• Remember that changing directions –
even at a constant speed is an
acceleration.
Acceleration formula
• A= change in velocity/change in time.
• …some ways you might see this written:
• Vf = final velocity
• Vi = initial velocity
• ∆v = change in velocity ( subtract, final – initial)
a = vf – vi
∆t
Units can vary: m/s/s, mi/hr/s, km/hr/s or m/s2
Directions
• Directions can be positive or negative!
• Be careful with your signs.
• For example: someone moving backwards
or down would be moving in a negative
direction.
Graphing Motion
• The slope of a graph can tell you a lot
about the motion and save you some
equations!
• The slope of a distance time graph is
speed ( velocity).
• The slope of a velocity time graph is
acceleration!
Graphing Examples
• http://www.broadeducation.com/htmlDemos/AbsorbPhysicsAdvd/DistanceTime/page.htm

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Ch2linearmotion 090910085725-phpapp01

  • 1. Ch 2 Linear Motion Motion in a straight line
  • 2. All Motion is Relative! • …..even as we sit still, we are hurdling through space. • When we describe motion we do it with regards to something. • The Train is leaving the station or is the station leaving the • train? • • A car in the Indy 500 travels 500 miles in the race but ends up • at the same point. • • On the school bus traveling at 30mph you throw a ball to a • classmate, how fast is the ball moving? • • We usually describe motion relative to the surface of the Earth.
  • 3. Speed • Speed is a “scalar quantity” – this means it does not include direction. • Speed is my distance covered divided by the time it takes me • I am running at 10miles per hours, but I do not tell you where – this is speed. • Speed = distance/time • – Miles per hour (mi/h), kilometers per hour (km/h), meters per second (m/s), light-years per century • – The symbol / is read as “per”
  • 4. Speed cont.. • Speed is the measure of how fast something moves, it is a unit of distance divided by a unit of time. We think of it in two ways. • – Instantaneous speed • – Average Speed • Instantaneous Speed: speed at any given instant. “speedometer” – • Average Speed: total distance/ total time
  • 5. Velocity • Is a vector, meaning it includes direction. • Ex: a car travels at 60 km/hr heading north. • Going in a straight line at the same speed is called constant velocity. • But changing speed (hit the brakes) or direction ( turn a corner), then we have a change in velocity. • Changing velocity (in either way) is called acceleration.
  • 6. Acceleration • “how quickly velocity changes”. ( or how fast you change speeds) • Can be positive or negative. • Positive acceleration – speeding up. • Negative acceleration – slowing down, and is sometimes called deceleration. • Remember that changing directions – even at a constant speed is an acceleration.
  • 7. Acceleration formula • A= change in velocity/change in time. • …some ways you might see this written: • Vf = final velocity • Vi = initial velocity • ∆v = change in velocity ( subtract, final – initial) a = vf – vi ∆t Units can vary: m/s/s, mi/hr/s, km/hr/s or m/s2
  • 8. Directions • Directions can be positive or negative! • Be careful with your signs. • For example: someone moving backwards or down would be moving in a negative direction.
  • 9. Graphing Motion • The slope of a graph can tell you a lot about the motion and save you some equations! • The slope of a distance time graph is speed ( velocity). • The slope of a velocity time graph is acceleration!