CIRCULAR MOTION

Nurul Fadhilah
Nurul FadhilahTeacher em MRSM
1 of 10 © Boardworks Ltd 2009
2 of 9 © Boardworks Ltd 20092 of 10 © Boardworks Ltd 2009
Forces and acceleration
This will cause an acceleration in the direction of the
stronger force. This can make an object slow down or
speed up, or it can cause it to change direction.
An object will remain stationary or will move in the same
direction at a constant speed, unless the forces acting on
it are not balanced.
3 of 9 © Boardworks Ltd 20093 of 10 © Boardworks Ltd 2009
Acceleration in a circle
A motorcycle drives around a corner
at a constant speed. Its direction
changes as it goes around the
corner, so even though its speed is
constant, it must be accelerating.
This acceleration must be at right angles (perpendicular) to
the direction of movement as it turns the corner, otherwise
its speed could not be constant.
Which way do you think the
motorcycle is accelerating,
towards the inside of the
turn, or away from it?
4 of 9 © Boardworks Ltd 20094 of 10 © Boardworks Ltd 2009
Force and acceleration are both vector quantities, unlike mass,
so according to this equation, their directions must be equal.
Forces causing circular motion
m × aF =
Any object that moves in a circle must be accelerating
towards the center of that circle. What causes this?
What equation do you know that links force and acceleration?
All circular motion must therefore be caused by a force
acting towards the center of the circle.
This type of force is known as a centripetal force.
5 of 9 © Boardworks Ltd 20095 of 10 © Boardworks Ltd 2009
Centrifugal force or centripetal force?
Swing a mass around in a circle on the end of a string. Do you
feel a force pulling your hand outwards? This is often called a
“centrifugal force.” You might have heard that centrifugal
forces cause circular motion, but this is not good physics!
The force on your hand is a reaction force, which can be
ignored when studying the motion of the mass.
Consider what is happening in this case. The mass on the end
of the string is the object that is performing circular motion, so
it is the forces on this object that are important:
centripetal force
6 of 9 © Boardworks Ltd 20096 of 10 © Boardworks Ltd 2009
Thinking about circular motion
A washing machine dries clothes by spinning them around
very fast:
It is important to think of circular motion as an object being
continuously prevented from moving in a straight line, rather
than as if the object is being flung outwards from the center.
The sides of the drum
provide the centripetal force
that keeps the clothes
moving in a circle, but water
is free to escape in straight
trajectories through the
holes in the sides.
7 of 9 © Boardworks Ltd 20097 of 10 © Boardworks Ltd 2009
Examples of centripetal forces
Here are two more examples of circular motion caused by
centripetal forces:
Can you figure out the direction of the force in each case,
and describe the type of force involved?
8 of 9 © Boardworks Ltd 20098 of 10 © Boardworks Ltd 2009
Factors affecting centripetal forces
9 of 9 © Boardworks Ltd 20099 of 10 © Boardworks Ltd 2009
Factors affecting centripetal forces
How does the centripetal force depend on mass?
F = ma, so force is proportional to acceleration. If the truck
is going faster, or if its radius is smaller, then it is changing
direction more quickly, so its acceleration is greater.
How does the centripetal force depend on speed and radius?
F = ma, so force is proportional to mass.
The greater the mass, the larger the centripetal
force needed to maintain circular motion.
The greater the speed, and the smaller
the radius, the larger the centripetal force
needed to maintain circular motion.
10 of 9 © Boardworks Ltd 200910 of 10 © Boardworks Ltd 2009
Understanding centripetal forces
11 of 9 © Boardworks Ltd 200911 of 10 © Boardworks Ltd 2009
m is mass, measured in kg
v is velocity, measured in m/s
Centripetal Forces
mv2
r
Fc =
r is radius of the circle, measured in m
Fc is centripetal force, measured in N
12 of 9 © Boardworks Ltd 200912 of 10 © Boardworks Ltd 2009
Merry-Go-Round
• Who crosses the finish line first, kid
near middle or near the edge?
x
x
Tie!!! Both cross at same time and in
the same time….
13 of 9 © Boardworks Ltd 200913 of 10 © Boardworks Ltd 2009
Merry-Go-Round
• Who goes faster, kid near middle or
near the edge?
x
x
The kid on the edge! Bigger
distance in same time….
14 of 9 © Boardworks Ltd 200914 of 10 © Boardworks Ltd 2009
Merry-Go-Round
• Who experiences the biggest
centripetal force (the most “fun”)?
x
x
Kid near edge!
15 of 9 © Boardworks Ltd 200915 of 10 © Boardworks Ltd 2009
Torque
• Force that rotates an object
– hold a mop near the mop head
– then hold the mop at the opposite end
• which is harder to hold horizontal?
– holding at the opposite end… more torque
1 de 15

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CIRCULAR MOTION

  • 1. 1 of 10 © Boardworks Ltd 2009
  • 2. 2 of 9 © Boardworks Ltd 20092 of 10 © Boardworks Ltd 2009 Forces and acceleration This will cause an acceleration in the direction of the stronger force. This can make an object slow down or speed up, or it can cause it to change direction. An object will remain stationary or will move in the same direction at a constant speed, unless the forces acting on it are not balanced.
  • 3. 3 of 9 © Boardworks Ltd 20093 of 10 © Boardworks Ltd 2009 Acceleration in a circle A motorcycle drives around a corner at a constant speed. Its direction changes as it goes around the corner, so even though its speed is constant, it must be accelerating. This acceleration must be at right angles (perpendicular) to the direction of movement as it turns the corner, otherwise its speed could not be constant. Which way do you think the motorcycle is accelerating, towards the inside of the turn, or away from it?
  • 4. 4 of 9 © Boardworks Ltd 20094 of 10 © Boardworks Ltd 2009 Force and acceleration are both vector quantities, unlike mass, so according to this equation, their directions must be equal. Forces causing circular motion m × aF = Any object that moves in a circle must be accelerating towards the center of that circle. What causes this? What equation do you know that links force and acceleration? All circular motion must therefore be caused by a force acting towards the center of the circle. This type of force is known as a centripetal force.
  • 5. 5 of 9 © Boardworks Ltd 20095 of 10 © Boardworks Ltd 2009 Centrifugal force or centripetal force? Swing a mass around in a circle on the end of a string. Do you feel a force pulling your hand outwards? This is often called a “centrifugal force.” You might have heard that centrifugal forces cause circular motion, but this is not good physics! The force on your hand is a reaction force, which can be ignored when studying the motion of the mass. Consider what is happening in this case. The mass on the end of the string is the object that is performing circular motion, so it is the forces on this object that are important: centripetal force
  • 6. 6 of 9 © Boardworks Ltd 20096 of 10 © Boardworks Ltd 2009 Thinking about circular motion A washing machine dries clothes by spinning them around very fast: It is important to think of circular motion as an object being continuously prevented from moving in a straight line, rather than as if the object is being flung outwards from the center. The sides of the drum provide the centripetal force that keeps the clothes moving in a circle, but water is free to escape in straight trajectories through the holes in the sides.
  • 7. 7 of 9 © Boardworks Ltd 20097 of 10 © Boardworks Ltd 2009 Examples of centripetal forces Here are two more examples of circular motion caused by centripetal forces: Can you figure out the direction of the force in each case, and describe the type of force involved?
  • 8. 8 of 9 © Boardworks Ltd 20098 of 10 © Boardworks Ltd 2009 Factors affecting centripetal forces
  • 9. 9 of 9 © Boardworks Ltd 20099 of 10 © Boardworks Ltd 2009 Factors affecting centripetal forces How does the centripetal force depend on mass? F = ma, so force is proportional to acceleration. If the truck is going faster, or if its radius is smaller, then it is changing direction more quickly, so its acceleration is greater. How does the centripetal force depend on speed and radius? F = ma, so force is proportional to mass. The greater the mass, the larger the centripetal force needed to maintain circular motion. The greater the speed, and the smaller the radius, the larger the centripetal force needed to maintain circular motion.
  • 10. 10 of 9 © Boardworks Ltd 200910 of 10 © Boardworks Ltd 2009 Understanding centripetal forces
  • 11. 11 of 9 © Boardworks Ltd 200911 of 10 © Boardworks Ltd 2009 m is mass, measured in kg v is velocity, measured in m/s Centripetal Forces mv2 r Fc = r is radius of the circle, measured in m Fc is centripetal force, measured in N
  • 12. 12 of 9 © Boardworks Ltd 200912 of 10 © Boardworks Ltd 2009 Merry-Go-Round • Who crosses the finish line first, kid near middle or near the edge? x x Tie!!! Both cross at same time and in the same time….
  • 13. 13 of 9 © Boardworks Ltd 200913 of 10 © Boardworks Ltd 2009 Merry-Go-Round • Who goes faster, kid near middle or near the edge? x x The kid on the edge! Bigger distance in same time….
  • 14. 14 of 9 © Boardworks Ltd 200914 of 10 © Boardworks Ltd 2009 Merry-Go-Round • Who experiences the biggest centripetal force (the most “fun”)? x x Kid near edge!
  • 15. 15 of 9 © Boardworks Ltd 200915 of 10 © Boardworks Ltd 2009 Torque • Force that rotates an object – hold a mop near the mop head – then hold the mop at the opposite end • which is harder to hold horizontal? – holding at the opposite end… more torque

Notas do Editor

  1. Photo credit: © Shutterstock 2009, Luis Louro
  2. Photo credit (left): © Shutterstock 2009, David C Rehner Photo credit (right): © Shutterstock 2009, Sergey I Teacher notes It might be worth discussing both of these examples with students in some detail, as they are both situations in which the riders might feel as if they are experiencing a “centrifugal force”. The rollercoaster is kept on the loop-the-loop by a reaction force from the surface of the track. The seats on the carousel are pulled round by the tension in the cables, and the riders are held there by the reaction forces from the surfaces of their seats.