Duck Lab clamp 1. Obtain a 1 meter length of string, a rubber stopper, Mass hanger timer, ruler and mass hanger. 2. Separate yourselves from the other groups. 3. Spin the rubber stopper in a flat, horizontal circle over your head at a constant speed. 4. Determine the period of the rubber stopper. Show your calculation in your lab notebook. 5. Determine the circumference of the stopper’s path. Show your calculation in your lab notebook. 6. Calculate the stopper’s linear speed. Show your calculation in your lab notebook. Part BBBBBBBBBBBBBBBBBB 7. Now repeat the above but attach the 50 g mass hanger to the other end of the string, the part hanging below the plastic tube, and spin the stopper at a speed that will allow the hanger to be suspended. Was the speed required for the above action specific or would any speed have allowed you to perform the task? 8. Let us now look for some connections. Measure a length of 0.7m from the end of the rubber stopper along the string to the top of the tube. Move the clamp along the string until it just touches the tube with the measured length. Place mass hanger on the loop of the string, add mass to the hanger until there is 80 g on the hanger. Hold the apparatus according to the diagram and spin the stopper in a horizontal circle and keep the length of the string from changing. 9. Could you spin the stopper at any speed and have the length of the string stay the same? 10. Was the speed you spun the stopper at a specific amount? Duck Lab 11. Determine the speed the stopper was traveling at while rotating. Use your knowledge of circular motion, ruler and stopwatch to calculate the speed of the stopper. Write your methods and data into your lab notebook. 12.Increase the hanging mass by 20 g. Spin the stopper again. Did you have to increase or decrease the speed you spun the stopper at? Use the same method you used before to determine how fast the stopper was spinning. 13.Add another 20 g to the hanging mass and determine how fast you needed to spin the stopper. Compare each of your speeds for 80g, 100g and 120g graphing the data if needed to help see any relationships. What type of pattern do you observe? If necessary, repeat for more data points with different amounts of mass hanging from the string. Remember to only spin the stopper fast enough to keep the hanging mass supported, not falling or attempting to be shoved into the tube. a. What do we call a change in motion? ______________________ b. In general, what causes changes to an object’s motion? __________________ (Hint: Think about Newton’s 2nd law) c. When you spin it, what object is causing the stopper to change its motion? Draw a FBD for the stopper. Draw a FBD for the hanging mass What force is causing the stopper to rotate? What is this force equal to? d. In what direction is the force acting? ___________________ e. What do we call this force? ___________________________________ f. What direction is the acceleration resulting from this force? g. Is the acceleration caused by a Net Force? Explain your reasoning? h. As the hanging mass was increased, what happened to the speed of the spinning stopper? What is the relationship between the Net Force and the speed of the stopper? Think about what the relationship may be, base your decision on your textbook reading assignment. Make a graph of Fnet vs speed using your collected data. What is the pattern as shown by the graph? Is the pattern a linear or not linear relationship?