Centripetal Force Lab Dec 7, 2005. The purpose of this lab is to attempt to measure the centripetal force acting on a small object that is moving in uniform.

Slides:



Advertisements
Similar presentations
Uniform Circular Motion
Advertisements

Circular Motion and Gravitation
Circular Motion Like Projectile Motion, Circular Motion is when objects move in two directions at the same time.
Universal Gravitation & Universal Circular Motion Review Questions Divided by Category.
Uniform Circular Motion. Answer Me!!!!  Newton’s Laws state that an object in motion will stay at the same velocity until acted upon by an unbalanced.
UCM and Torque Review. Your physics teacher is spinning a cup of water around their head at the end of a string that is 0.8 m long. Assuming they can.
Bung on a String with a partner work out the forces acting on the bung - what happens to the bung when you release it at each point around the circle?
C H A P T E R 5 Dynamics of Uniform Circular Motion
Foundations of Physics
7.3 Circular Motion and Gravity pp Mr. Richter.
Uniform Circular Motion Physics 6A Prepared by Vince Zaccone For Campus Learning Assistance Services at UCSB.
Goal: To understand angular motions Objectives: 1)To learn about angles 2)To learn about angular velocity 3)To learn about angular acceleration 4)To learn.
CIRCULAR MOTION.
Rotational Motion = Uniform Circular Motion r r v2v2 v1v1 7v7v 2 2 a b Chord ab c d e f Using similar triangles abc def Where r is.
LINEAR MOTION 1 Drop the ball time how long it takes to reach the first hill. Which graphs fit each section of the ride How do the equations explain the.
Nonlinear Motion and Circular Motion
Circular Motion.
Uniform Circular Motion
Circular and Centripetal Motion
Centripetal Force and Acceleration
Circular Motion; Gravitation
Circular Motion Physics 6A Prepared by Vince Zaccone For Campus Learning Assistance Services at UCSB.
Circular Motion. Uniform Circular Motion Motion of an object at constant speed along a circular path.
Uniform Circular Motion
Uniform Circular Motion (UCM) The object travels in a circular path with a constant speed. Its velocity is tangent to the circle and is changing due to.
Round and round… Circular Motion. Circular Velocity If this is true, why does ANYTHING move in a circle? How do we define VELOCITY? What ‘d’ are we talking.
Round and Round Circular Motion. If this is true, why does ANYTHING move in a circle? CIRCUMFERENCE C = 2πr = πd PERIOD (T) Time for one revolution.
Centripetal Force.  An accelerating object can be undergoing a change in direction without the speed of the object changing.  That a centripetal force.
CIRCULAR MOTION. WHAT IS UNIFORM CIRCULAR MOTION The motion of an object in a circle at constant speed. However, direction and therefore velocity are.
Universal Force of Gravity and Circular Motion Unit 5.
Circular Motion. PhET Lady Bug Motion Think about this Click “Show Both” at the top, and “Circular” at the bottom Watch the following and comment: Which.
Conceptual Physics Notes on Chapter 9 CircularMotion.
Circular Motion. Uniform Circular Motion  An object that moves in a circle at a constant speed, v.  The magnitude of the velocity remains the same but.
Warm up 1. a 30 kg child is on a slide (inclined plane) which is at a 55 degree angle with the ground. A. Draw a Free body Diagram of the situation B.
Circular Motion Physics.
A conical pendulum is formed by a mass of 100 g (0.1 kg) moving in a circle as shown. The string makes an angle of 30 o. 1.Draw the free body force diagram.
Circular Motion. Rotating Turning about an internal axis Revolving Turning about an external axis.
Proportionality between the velocity V and radius r
Circular Motion Like Projectile Motion, Circular Motion is when objects move in two directions at the same time.
Happy Thursday Grab your calculator Get ready to take notes Get ready for your warm up No quiz tomorrow Next test: after Thanksgiving break.
Circular Motion r v F c, a c. Centripetal acceleration – acceleration of an object in circular motion. It is directed toward the center of the circular.
1 Uniform Circular Motion SP1. Students will analyze the relationships between force, mass, gravity, and the motion of objects. g. Measure and calculate.
Uniform Circular Motion Physics 12. Uniform Circular Motion object is moving at a constant speed but changing directions acceleration occurs due to direction.
Circular Motion Chapter 9 in the Textbook Chapter 6 is PSE pg. 81.
Weight – Mass Experiment. Purpose To measure the mass of each object in grams using the triple beam balance. To convert the mass in grams to kilograms.
Motion in Circles  1 Circular Motion  2 Centripetal Force  3 Universal Gravitation and Orbital Motion.
Chapter 9 Circular Motion. Axis: The straight line about which rotation takes place Rotation: Spin, when an object turns about an internal axis Revolution:
Centrifugal and Centripetal Force
Circular Motion Review
Uniform circular motion is the motion of an object traveling at a constant speed on a circular path. Uniform Circular Motion.
Applied - Finau. What is circumference? Equation?  Distance around a circle  C = 2πr  π ≈ 3.14  r = radius – distance from center of circle to edge.
Warm Up. Two blocks of mass m = 2 kg and M = 5 kg are hanging off a single pulley, as shown. Determine the acceleration of the blocks. Ignore the mass.
Uniform Circular Motion (UCM) The object travels in a circular path with a constant speed. Its velocity is tangent to the circle and is changing due to.
Do Now Which of the following objects is accelerating: a. A car slowing down. b. A free fall object momentarily stopped at its max height. c. A ball tied.
Centripetal Force Copyright Sautter 2003.
Circular Motion. Rotating Turning about an internal axis Revolving Turning about an external axis.
Rotation and Revolution In this unit we will be investigating objects moving in a circular path about an axis. We will see two types of motion: – Rotation.
Warm up – What are the Variables in our paper airplane experiment?
Circular Motion Physics 1 Prepared by Vince Zaccone
Foundations of Physics
Continuation of Rotation Lab
Imagine a ball… Draw the forces acting if: It is at rest on the ground
Centripetal Acceleration Centripetal Force
Uniform Circular Motion
Section 2: Centripetal Force
8.2 Centripetal Force 1.
More Centripetal Force Problems
Uniform Circular Motion
UCM Pre-Lab Seo Physics.
Motion in a Circle.
Presentation transcript:

Centripetal Force Lab Dec 7, 2005

The purpose of this lab is to attempt to measure the centripetal force acting on a small object that is moving in uniform circular motion. If you follow the directions, you will be able to determine the centripetal force and the centrifugal force in our system. In the conclusions you will compare the two.

Materials You will need a rubber stopper, a tube, some string, two paper clips, and an object of known mass - preferably kg to kg.

Materials Tie the stopper to one end of the string. Thread the string through the tube. Tie one paper clip on to the string, on the opposite side of the tube from the stopper. Then tie the other paper clip on to the end of the string farthest from the stopper. It should look something like this:

Pre-lab calculation For this lab, we will have to know how much distance the stopper travels every time it makes one revolution. This will be the circumference of the circular path that the stopper is traveling, which you must calculate with the equation C = 2 π r. So, measure the radius of the circle with a meter stick. (the distance from the middle of the stopper to the end of the tube) Make sure you are recording the radius in meters, not in cm. Use this radius to calculate the circumference and record it in your lab notebook.

What happened here?

SAFETY WARNING If one of these rubber stoppers were to strike a person, it could cause serious injury. YOU WILL WEAR EYE PROTECTION. You will not twirl the stopper until after everyone in the room is aware of your experiment and is properly protected with safety goggles. Horseplay and non-participation will not be tolerated.

Procedure Use a force sensor to determine the mass of the rubber stopper. This will most likely be measured in grams; divide by 1000 to get the mass in kilograms. Record the mass of the rubber stopper in kilograms in your notebook.

Procedure Hang a brass weight from the bottom paper clip. Now whirl the stopper overhead just hard enough to make the weight stay in one place. Do not let the top paper clip touch the tube.

Procedure Have one team member twirl the stopper, keeping a close eye on the top paper clip. Have two other team members count the exact number of revolutions the stopper makes in 15 seconds. (One should watch the clock, while the other watches the stopper.) Record the number of revolutions it made in 15 seconds.

Procedure Now divide the number of revolutions you counted by 15. The result is the number of revolutions the stopper makes each second. Record this as the rotational speed of the stopper in revolutions per second (rps).

Procedure Now use the rotational speed of the stopper ( that you just calculated ) and the circumference of the path ( the pre-lab calculation ) to determine the linear speed of the stopper: linear speed v ( in m/s ) = (circumference) x (rotational speed). ____________m/s Calculate this and record it in the notebook.

Procedure The equation for centripetal force is: We know the mass of the stopper, its linear speed, and the radius of the circle it is moving in. We can calculate the amount of force necessary to make the stopper spin at the speed you had it going. Calculate that now and record it!

Procedure You have just calculated how strong the centripetal force is. But what causes the pull on the rubber stopper?

Procedure You have just calculated how strong the centripetal force is. But what causes the pull on the rubber stopper? Hint – there is one part of the lab equipment that if it were removed, the stopper and string would fly off.

Procedure What is the centrifugal force pulling on? How strong is the centrifugal force?

Procedure Draw a free body diagram of the brass weight on the bottom of the string. This means you have to draw and label all forces that are acting on the weight. Record how strong these two forces are. If you have to perform a calculation, then be sure to show the work in your lab notebook.

Conclusions In your conclusions section for this lab, I want you to address the relationship between the centripetal force and the centrifugal force. How are the values related? Why is this so? Predict how your results would change if you were to perform this experiment again with a heavier brass weight. If after this lab, you do not understand centripetal force and centrifugal force, it would be a very good idea for you to see me outside of class for help – before the test!