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Checking Your References
Relative Motion
RELATIVE MOTION
Relative motion refers to how the movement of one object
appears when compared to another object. It's all about the
viewpoint or perspective.
For example, if you’re sitting in a moving car, from your perspective, you’re
not moving relative to the car, but to someone standing outside, you and the
car are both moving. So, the motion of an object can look different depending
on where you're observing it from.
In short, relative motion is how fast something seems to
move, depending on where you're looking from.
Do you feel like you are motionless
right now?
ALL Motion is RELATIVE!
The only way to define motion is by changing position…
The question is changing position relative to WHAT?!?
You are moving at about 1000 miles per hour relative to the
center of the Earth!
The Earth is hurtling around the Sun at over
66,000 miles per hour!
MORE MOTION!!!
Example #1
• A train is moving east at 25 meters per second.
A man on the train gets up and walks toward the
front at 2 meters per second.
• What is his velocity?
– Depends on what we want to relate his speed to!!!
• +2 m/s (relative to a fixed point on the train)
• +27 m/s (relative to a fixed point on the Earth)
vtrain = +25 m/s
vperson = +2 m/s
Relative Motion - Motion on Different Perspectives
A boat is trying to go straight across the
river. Calculate the magnitude of the boat’s
velocity relative to an observer on the
shore. The velocity of the boat is 0.75 m/s
and the velocity of the river is 1.20 m/s
Relative Motion - Motion on Different Perspectives
Relative Motion - Motion on Different Perspectives
Calculate
Relative Motion - Motion on Different Perspectives
Relative Motion - Motion on Different Perspectives
Example #2
• A passenger on a 747 that is traveling
east at 230 meters per second walks
toward the lavatory at the rear of the
airplane at 1.5 meters per second.
• What is the passenger’s velocity?
– Again, depends on how you look at it!
• -1.5 m/s (relative to a fixed point in the 747)
• +228.5 m/s (relative to a fixed point on the Earth)
Non-Parallel Vectors
• What happens to the aircraft’s forward
speed when the wind changes direction?
vthrust
No wind – plane
moves with velocity
that comes from engines
vwind
Wind in same direction
as plane – adds to overall
velocity!
Wind is still giving the plane
extra speed, but is also
pushing it SOUTH.
Wind is now NOT having any
effect on forward movement,
but pushes plane SOUTH.
Wind is now slowing the plane
somewhat AND pushing it
SOUTH.
Wind is now working against
the aircraft thrust, slowing it
down, but causing no drift.
Perpendicular Kinematics
• Critical variable in multi dimensional
problems is TIME.
• We must consider each dimension
SEPARATELY, using TIME as the only
crossover VARIABLE.
Example
• A swimmer moving at 0.5
meters per second swims
across a 200 meter wide
river.
200 m
vs = 0.5 m/s
How long will it take the swimmer
to get across?
t
d
v 
t =0
The time to cross is unaffected! The
swimmer still arrives on the other bank
in 400 seconds. What IS different?
• Now, assume that as the
swimmer moves ACROSS
the river, a current pushes
him DOWNSTREAM at 0.1
meter per second.
vc= 0.1 m/s
The arrival POINT will be
shifted DOWNSTREAM!

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Relative Motion - Motion on Different Perspectives

  • 2. RELATIVE MOTION Relative motion refers to how the movement of one object appears when compared to another object. It's all about the viewpoint or perspective. For example, if you’re sitting in a moving car, from your perspective, you’re not moving relative to the car, but to someone standing outside, you and the car are both moving. So, the motion of an object can look different depending on where you're observing it from. In short, relative motion is how fast something seems to move, depending on where you're looking from.
  • 3. Do you feel like you are motionless right now? ALL Motion is RELATIVE! The only way to define motion is by changing position… The question is changing position relative to WHAT?!? You are moving at about 1000 miles per hour relative to the center of the Earth! The Earth is hurtling around the Sun at over 66,000 miles per hour! MORE MOTION!!!
  • 4. Example #1 • A train is moving east at 25 meters per second. A man on the train gets up and walks toward the front at 2 meters per second. • What is his velocity? – Depends on what we want to relate his speed to!!! • +2 m/s (relative to a fixed point on the train) • +27 m/s (relative to a fixed point on the Earth) vtrain = +25 m/s vperson = +2 m/s
  • 6. A boat is trying to go straight across the river. Calculate the magnitude of the boat’s velocity relative to an observer on the shore. The velocity of the boat is 0.75 m/s and the velocity of the river is 1.20 m/s
  • 12. Example #2 • A passenger on a 747 that is traveling east at 230 meters per second walks toward the lavatory at the rear of the airplane at 1.5 meters per second. • What is the passenger’s velocity? – Again, depends on how you look at it! • -1.5 m/s (relative to a fixed point in the 747) • +228.5 m/s (relative to a fixed point on the Earth)
  • 13. Non-Parallel Vectors • What happens to the aircraft’s forward speed when the wind changes direction? vthrust No wind – plane moves with velocity that comes from engines vwind Wind in same direction as plane – adds to overall velocity! Wind is still giving the plane extra speed, but is also pushing it SOUTH. Wind is now NOT having any effect on forward movement, but pushes plane SOUTH. Wind is now slowing the plane somewhat AND pushing it SOUTH. Wind is now working against the aircraft thrust, slowing it down, but causing no drift.
  • 14. Perpendicular Kinematics • Critical variable in multi dimensional problems is TIME. • We must consider each dimension SEPARATELY, using TIME as the only crossover VARIABLE.
  • 15. Example • A swimmer moving at 0.5 meters per second swims across a 200 meter wide river. 200 m vs = 0.5 m/s How long will it take the swimmer to get across? t d v  t =0 The time to cross is unaffected! The swimmer still arrives on the other bank in 400 seconds. What IS different? • Now, assume that as the swimmer moves ACROSS the river, a current pushes him DOWNSTREAM at 0.1 meter per second. vc= 0.1 m/s The arrival POINT will be shifted DOWNSTREAM!