Setting Up a Pendulum Experiment to Test a Program

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The discussion revolves around setting up an experiment to test a program that predicts the motion of a pendulum. The experiment aims to measure the pendulum's position using a video camera for frame-by-frame analysis and a strobe light for timing. The proposed method involves using a poster board backdrop with gradations based on the program's predictions to compare the pendulum's actual position. Concerns about perspective and parallax measurements are raised, suggesting that these factors could affect accuracy. Additionally, there is curiosity about the program's ability to predict chaotic motion, as traditional equations only apply under certain conditions. The conversation also touches on the complexities of driving the pendulum and the limitations of the program, which is designed for a simple pendulum rather than more complex scenarios.
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A while back i posted a thread on a program designed to analyze and predict the motion of a pendulum. Now i need to set up an experiment to test the program. For those who don't remember/didn't see the last thread, the program can predict the motion of the pendulum at any time in its swing, though its accuracy is unknown, hence the purpose of the experiment.

I need to somehow devise a method for measuring the position of the swinging pendulum, i have easy access to a video camera for frame by frame analysis, as well as a strobe light that i can set to a speicific number of flashes per minute.

The best idea i could come up with was to use a poster board back drop with gradations marking where the pendulum should be at certain time intervals from release (the markings would be based upon the programs predictions) and then compare the pendulums position on the video with the markings. I was thinking due to an issue with perspective (the distance between the pendulum and the markins combined with the wide displacements i planned on testing would cause the same problem as a measuring cup with gradations located on the outside) parallax measurements could be necessary in order to calculate the actual position to then compare with the data.

Any other ideas?
 
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Originally posted by mmwave
Yeah, use the video camera as the swinging mass & parallax won't be a problem. Just kidding.

I'm curious if your program can predict the possibly chaotic motion of the pendulum. The period behaves well over extremes of amplitude but the actual position vs. time can become chaotic. The textbooks typically give only the equations valid when sin(theta) is approx. theta.

the motion only becomes chaotic in the case of both damped and driven pendulums as i recall, which the program does not address, it is written for a simple pendulum only.
 
I actually designed and constructed this experiment, using a vertically driven pendulum. Though my methods were laughably crude, and do not warrant mention. (My resources were extremely limited.)

How are you planning to drive the pendulum... are you planning to drive the pendulum?
 

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