1. Describe the situation to be studied in this experiment.
An air cart is accelerated down an inclined air track. We will betiming the motion for several distances in order to calculate the averagevelocities and the acceleration of the motion.
2. List and define each of the parameters to be measured directly.
3. List and define any quantities that will be calculated.
4. List any graphs that will be made during the analysis.
1. Make sure that the track is level and that the cart is low friction.
2. Photogate #1 should be ~10 cm from the UPPER end of the inclined airtrack. It will remain in this position for the entire experiment. Measure andrecord the exact distance.
3. Photogate #2 will have five different positions, each measured from thefirst photogate. Try to keep the photogate the same distance above the track asyou move it, so that S will be measured parallel to the cart's motion onthe track.
4. Always release the cart from the same position and in the samemanner. Use the consistency of the time measurements as a gauge for theconsistency of your release.
5. You will be using the Pasco 500 Interface. To take data, the computerneeds to know which sensor it will be useing. Follow the steps listed here toget you computer ready to take data.
6. Graph #1: S as a function of time. S is on the verticalaxis and time is on the horizontal axis. DO NOT CONNECT THE DOTS! Plot asmooth curve through the data. (Not necesesarily a straight line.)
7. Make a calculation table before plotting the next two graphs. Rememberthat (S/t) is the average speed while v is the final speed of thecart as it leaves the second photogate.
S | tavg | S/t | ** v=vo+at |
---|---|---|---|
20 cm | |||
40 cm | |||
60 cm | |||
80 cm | |||
100 cm |
1. Your results section should include your values of vo,a, and to.
2. Why was it necessary to release the cart in the same way each time? Did the orientation of the cart matter? Didthe method of release matter? Discuss the arangement of the equipment and statewhat methods you used to keep the releases consistent.
3. Discuss the methods you used to obtain your values ofvo, a, and to.
4. Were the shapes of your graphs consistent with the coresponding kinematicequations? Explain how you know whether or not they corespond.
5. Were your two values for to the same? Should they be? Why or why not?
Section | Points |
---|---|
Purpose | 1 |
Results | 3 |
Graphs | 6 |
Calculations | 2 |
Discussion | 8 |