How do I measure a the period of a bifilar pendulum?

AI Thread Summary
To measure the period of a bifilar pendulum, the experiment involves using a laser to track the pendulum's motion and plotting time against displacement. Control variables include the distance between the strings and the initial angle of the rod. For timing, a simple stopwatch can be used to measure the time for multiple oscillations, which can then be averaged for accuracy. More precise measurements could be achieved with a photogate, but budget constraints may limit options. Overall, the focus is on modeling the period based on experimental data and the impact of string length on oscillation amplitude.
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I have a formal lab due, and my idea is to use a bifilar pendulum, model its period using experimental data, and examine the effect of the length of the strings on the amplitude of the period.

For anyone unfamiliar with it, here is a picture of the pendulum. This is how I plan on setting up my experiment:
http://labs.physics.dur.ac.uk/level1/projects/images/gallery/img_5633.jpg

My control variables will be the distance between the strings and the angle the rod is turned to begin the oscillation. I plan on shining a laser at the end of the rod, which will reflect the light back at different angles. If I can measure the amount of time it takes to cross a distance, I can plot a time vs displacement/degrees from equilibrium position. But I'm not sure how I can accurately measure the time. I don't have the budget for expensive gadgets. Is there any way to do this?

Thanks for any help.
 
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If you just want the period, then you don't need to know detail of the entire motion.
You can use a stopwatch... time for, say, 10 oscillations and divide.
Need more accuracy, then time for more oscillations.

The gadget approach would use a photogate.
 
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