For the first part of this project, I modeled projectile motion using Video Analysis and then calculated the uncertainty of the range and initial velocity. Then I found the average spring constant with uncertainty by using multiple masses to stretch the rubber band. I used the average spring constant to calculate the initial velocity using a Work-Energy equation. Next, I found the max height of the rocket launched at a 90 degree angle by doing 2 trials. I used these measurements to find the initial velocity using a different Work-Energy equation. I combined all of these values into one table that showed each initial velocity using a certain stretch. I made graphs of both of these initial velocities vs. stretch. I then helped to start writing the basic code of the projectile motion. As we progressed, I calculated the value for "C" (using the spring Work-Energy equation) to accurately compute the initial velocity in the code. After the code was finished, I helped to start and finish the project slides. Overall I believe all of my group mates did equal and accurate work to complete our project.
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Rotational Kinematics of a Spinning Beam
Analysis: For r = 0.06 m For r = 0.09 m For r = 0.12 m For r = 0.15 m For r = 0.18 m Using the graphs w...
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Analysis: For r = 0.06 m For r = 0.09 m For r = 0.12 m For r = 0.15 m For r = 0.18 m Using the graphs w...
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Mousetrap Cart Slides: https://docs.google.com/presentation/d/1zlmf_Unf6j3Ns-mlvq8xeCbXqNIt-AffCYyyHuuJQHM/edit#slide=id.g3529b6f39cf_2_119...
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Analysis: Formula to find energy efficiency: Trials: The initial velocity of the cart does effect the energy dissipation. This can be seen ...
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