Contributions-Dilay Gedik-Project 2-Table10
Dilay
Geedik contributions for the project 2 car powered mousetrap and falling weight-
table 10.
I was
responsible for the car models, physics equations derivations, computational
model, uncertainty calculations and I contributed to the slides.
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In
this project, I made the code of the computational model (loops,
graphs, physical equations, some visual representations, etc.)
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I
have made a list of the physics models that needs to be in the code and how
they should be implemented (place in the code and the format of the code).
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I
have come up with the equations of the velocities from energy conversations and
find ways to implement it into the code. To write them as a function of time, I
did more video analysis to find: the height of the mass as a function of time,
spring unwind acceleration and rate values.
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I
have come up with the energy loss equation as a linear function of velocity for
the velocity equation and energy tracking.
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I’ve
tried to have my code as organized as possible so that it would be easier to
find mistakes and add missing things which is done by my teammate Jordan.
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I
have used the values from the labs in the class and used them to derive
equations which is used in the code.
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I
caded the first version of the car then realized the mistakes and then finalize
the model. Throughout the finalizing process I have worked with other groups as
well.
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I
have made the weight power one axel and the mousetrap power the other one and
for that I’ve tried to model the car in a way that it would have center of mass
as close to the center of the car as possible so the car would have a
consistent displacement and route, and wouldn’t be wobbly.
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I
have measured the string, so it goes up to 1 meter and tried to be precise with
it as much as possible. I have put a break on the mousetrap part of the car so
the final displacement would be as small as possible.
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I
took videos of the car in motion and calculated the uncertainties.
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I
finalized the slideshows by adding the missing physics equations, uncertainties,
and cad designs.
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