4*7 Circular motion: riding on the curves

Slides:



Advertisements
Similar presentations
Air resistance is a form of friction that acts to slow down any object moving in the air. Air resistance is a force that gets larger as an object moves.
Advertisements

1 Unit 6 Part 2 Circular Motion and Force. 2 Circular Motion and Centripetal Acceleration Let us take another look at our Medieval Flail. Why did the.
Apparent Weight Riding in a elevator– why does our weight appear to change when we start up (increase) and slow down (decrease)? Our sensation of weight.
Vertical Circular Motion A demo T8 T8.
1 Ch5 Circular Motion and Force. 2 Centripetal Force - Swinging Ball Any body rotating about a fixed point will experience a centripetal (center seeking)
Demo spin stopper Is it accelerating? Does it have F net ? Direction of F net ? What causes F net ? Direction of F net ? Is tension doing work?
Introduction to Circular Motion Unit 06 “Circular Motion, Gravitation and Black Holes”
Centripetal Force and Acceleration
CIRCULAR MOTION.
Centripetal Acceleration and Circular Motion. A B C Answer: B v Circular Motion A ball is going around in a circle attached to a string. If the string.
Circular Motion. Rotating Turning about an internal axis Revolving Turning about an external axis.
Ch5 Circular Motion and Force
Uniform Circular Motion. What is uniform circular motion? Constant speed Circular path Must be an unbalanced force acting towards axis of rotation- think.
Circular Motion. Speed/Velocity in a Circle Consider an object moving in a circle around a specific origin. The DISTANCE the object covers in ONE REVOLUTION.
Circular Motion AIM: How is this even possible?????
Using the “Clicker” If you have a clicker now, and did not do this last time, please enter your ID in your clicker. First, turn on your clicker by sliding.
Newton’s Second Law Pages Describe your acceleration if you are in a circular motion. What is the net force of your motion? You are constantly.
F = 40 N m a = 80 kg m s = kg a s = F/m s = 40N/15000 kg = m/s 2 a a = -F/m a = -40N/80kg = -0.5 m/s 2 If t push = 0.5 s, then v s = a s t.
Today: (Ch. 5) Tomorrow: (Ch. 5) Circular Motion and Gravitation.
YOU WILL LEARN ALL THAT I TEACH YOU Introduction to Uniform Circular Motion.
Forces. GPS Standards S8P3: Students will investigate the relationship between force, mass, and the motion of objects. a. Determine the relationship between.
Newton’s Laws of Motion
A vs m, a vs 1/m, F vs m, F vs a F = ma F = am a = F(1/m ) F = ma F m
Uniform Circular Motion
Dynamics of Uniform Circular Motion
4*6 Forces Acting During Acceleration: Apparent Weight on a Roller Coaster WDYS??? (p406) . WDYT??? Your weight (does/does not) change when you are riding.
C H A P T E R 6 Dynamics of Uniform Circular Motion
Unit 5: Circular Motion And Gravity.
Dynamics of Uniform Circular Motion
Circular Motion Accelerated requires Fnet. Acceleration called ac.
Unit 5: Circular Motion And Gravity.
Foundations of Physics
Centripetal Acceleration and Circular Motion
To students viewing this on shared drive: answers to problems
Uniform Circular Motion
When you ride the Spindletop, you move in a circle at a constant speed
Vertical Circles.
Non-Uniform circular motion
CIRCULAR MOTION.
Centripetal Acceleration and Centripetal Force
Vertical Circular Motion
Aim: How do we explain centripetal motion?
Circular Motion r v Fc, ac.
Recall: Uniform Circular Motion
Directions in centripetal force problems:
Uniform Circular Motion
Introduction to Circular Motion
Circular Motion and Gravitation
More Centripetal Force Problems
Circular Motion Uniform circular motion: examples include
Dynamics of Uniform Circular Motion
What causes UCM?.
Centripetal forces keep these children moving in a circular path.
Ch. 6 slides Circular Motion.ppt.
Ch. 8 slides.ppt Circular Motion.ppt.
Dynamics of Uniform Circular Motion
Circular Motion r v Fc, ac.
Vertical Circular Motion
Dynamics of Uniform Circular Motion
Uniform circular motion
Aim: How do we explain centripetal motion?
Uniform Circular Motion
Pendulum A string is attached to mass m and swung in a horizontal circle of radius r. There is tension T in the string. The angle θ is measured from the.
Chunk 5 Application of Newton’s Laws
Dynamics of Uniform Circular Motion
Warm-up Review: What is a force? What is meant by Net Force? How is an acceleration created? What is the definition of acceleration? How can you tell.
Circular Motion.
Circular Motion r v Fc, ac.
Circular Motion and Other Applications of Newton’s Laws
Dynamics of Uniform Circular Motion
Presentation transcript:

4*7 Circular motion: riding on the curves WDYS??? / WDYT??? You DO NOT fall out of the roller-coaster when it goes upside down during a loop because _____.

4*7 Investigate (p420) Part A: Moving on Curves 1a) The car runs in a _____. 1b) With string attached to car, it now runs in a __. 1d) When string is cut from car, it now runs in a __.

4*7 Investigate (p420) A FORCE is needed for CIRCULAR MOTION… WITHOUT the force, the object moves in a STRAIGHT LINE 2a) The _____ in the string supplies the force. 2b) The force is _____ the center of the circle.

There must be a force pointing toward the center of the curve… 4*7 Investigate (p420) There must be a force pointing toward the center of the curve… 3. The force of _____ between the _____ and the _____ keeps the car moving in a circle. 4. Draw the diagram:

4*7 Investigate (p420) The force moving the cart in a circle will be _____ the center of the circle. 5c) Draw the free- body diagram:

4*7 Investigate (p422) Part B: How much force is required? 1a) The force is acting _____ the center of the circle. 1b) With ONE stopper… As you begin to twirl the stopper, your fingers __________ to supply a force!!!

***This is an example of a _____ relationship*** 4*7 Investigate (p422) 2a) NOW with THREE stoppers… As you INCREASED the mass, your fingers __________ to supply a _____ force ***This is an example of a _____ relationship*** As the mass increases, the force _____. 2b) You can only measure ONE VARIABLE (mass) at a time!!!

4*7 Investigate (p422) 3a) A SMALL circle with ONE stopper… As you begin to twirl the stopper, your fingers __________ to supply a force!!! NOW, a LARGER circle with ONE stopper… As you INCREASED the length/radii, your fingers __________ to supply a _____ force

***This is an example of a _____ relationship*** 4*7 Investigate (p422) ***This is an example of a _____ relationship*** As the length/radii increases, the force _____. 3b) You can only measure ONE VARIABLE (length/radii) at a time!!!

4*7 Investigate (p422) Why don’t you fall out of the roller coaster cart when it goes upside down during a vertical loop??? 5a) As the speed increases, a _____ force is needed to keep it moving in a circle. 5b) As the mass increases, a _____ force is needed to keep it moving in a circle. 5c) As the length/radii decreases, a _____ force is needed to keep it moving in a circle.

On to Vertical Loops… 4*7 Investigate (p422) 4b) Force of fingers when stopper is near the TOP of the circle = __________ Force of fingers when stopper is near the BOTTOM of the circle = __________ 4c) What happens (to the shape) when the string and stopper lose speed???

4*7 Notes(p425): Centripetal Force and Acceleration All objects moving in circles/curves: Require a force toward center of circle Are accelerating EXAMPLE string supplies the force track pushing on wheels Normal Force (FN)  force toward center of circle/curve, its perpendicular in direction

***Centripetal Force is NOT an additional force*** Centripetal Force  force that keeps object moving in a circle/curve; its always directed toward center EXAMPLE force (tension)= string attached to car force (friction)= b/t tires and road force (gravity)= Earth orbits around Sun ***Centripetal Force is NOT an additional force***

Fc = (m × v2 ) r Centripetal Force and Acceleration (Part B Investigate) Centripetal Force is LARGER if: Speed is increased (Direct) Mass is increased (Direct) Radius of circle is decreased (Indirect) Fc = (m × v2 ) r Fc = centripetal force (N) m = mass of object (kg) r = radius of circle (m) v = speed of object (m/s)

EXAMPLE contact force b/t you and seat Newton’s 2nd Law  if there is a net force, then an object must be accelerating (speed up/slow down/change direction) Centripetal Acceleration  acceleration directed toward the center of circle/curve EXAMPLE contact force b/t you and seat ***It’s the centripetal acceleration and contact force that give you the THRILL***

2. Apparent Weight and the Roller-Coaster Ride “Apparently LIGHTER”  Top of loop Contact force is smaller Acceleration is directed downward “Apparently HEAVIER”  Bottom of loop Contact force is greater Acceleration is directed upward

3. Safety on the Roller Coaster 1 g = 10m/s/s  normal gravity 2 g = 20m/s/s 4 g = 40m/s/s  this is the maximum acceleration for a roller coaster!!! 6 g = 60m/s/s  this is what astronauts experience at lift-off!!! 9 g = 90m/s/s causes unconsciousness!!!

In a vertical loop, the DIRECTION OF CENTRIPETAL FORCE (FC) is always changing to ensure that it is always TOWARD THE CENTER OF THE CIRCLE

Draw a Vertical Loop: FC =centripetal force FN = normal force FW = weight/gravitational force

4*7 TOTD If the speed and mass INCREASES, then the force __________. If the size of the circle INCREASES, then the force __________. The THREE factors that make it possible to go UPSIDE-DOWN are: 3. __________ 4. __________ 5. __________

4*7 Checking up (p429): _____ is required to make an object travel in a circle. You (are/are not) accelerating if you are traveling in a circle at a constant speed. At the top of a roller coaster loop, the two forces that provide the centripetal force are 1._____ and 2._____ The force responsible for your apparent weight on a roller coaster is _____. The centripetal force acting on an object depends _____ on the object’s mass. It varies _____ with the radius of the curve. It _____ with the square of the object’s velocity.

4*7 Physics to Go (p433): A) B) An object moving in a circle at a _____speed requires a ______ centripetal force. It (will/will not) be more difficult to make the turn because the mass has increased. A larger mass requires a _____ centripetal force. 8. Draw and Label the picture…AGAIN!!!

4*7 Physics to Go (p433): 10. 14.a) b) c) d) e) f) g) Fast-moving Roller Coaster  Required Centripetal Force Force of Gravity (Weight) Normal Force Top of Loop 4000N 500N Bottom of Loop 6000N Slow-moving Roller Coaster  Required Centripetal Force Force of Gravity (Weight) Normal Force Top of Loop 800N Bottom of Loop 2800N