Motion of Objects: Physics Exercise Explanation

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The discussion focuses on the motion of two cyclists, A and B, moving at a constant speed in a straight line. The initial trajectory is identified as rectilinear from both the sidewalk observer's perspective and cyclist A's perspective of cyclist B. However, the trajectory of a reflector on cyclist B's front wheel is clarified to be a cycloid rather than half-circles, with the reflector's motion described as a curtate cycloid due to its position on the wheel. The participants confirm the correctness of the linear trajectories while correcting the shape of the reflector's path. Overall, the exercise emphasizes understanding the relationship between motion and reference frames in physics.
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Hi, I have begun physics and we are seeing systems of reference as an introduction.Now I have a small exercise which I'm not sure of, I would need you to check if it's correct or not.

There are two cyclists A and B. Suppose that you take place on a sidewalk and look at them pass. They move to the right and to a constant speed.

What trajectory do you associate to the cyclists ? Rectilinear (so, one "x" axis.)

What answer would the cyclist A give if we asked her to determine the trajectory of cyclist B ? Rectilinear also.

Represent the trajectory of the reflector placed in the front wheel of cyclist B, such that you would see her from the sidewalk.
bicyc.jpg


The curves are halfs of a circle and I considered that the reflector began at half the height of the wheel.( so there's the highest point, middle point and the case where the reflector "touches" the ground.)

THank you !
 
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The basic idea is right, but the curves are not half-circles. Think of the moment where the reflector touches the ground. What is its speed forwards at that point? Compare this to the speed the reflector has at the top, and at the front and back of the wheel.
 
I've been suggested that it's a cycloid. Btw are the other two correct ? thank you
 
The linear things? Yes.

It is a cycloid, right.
 
mfb said:
The linear things? Yes.

It is a cycloid, right.
To be frank, I did not expect it at all... it makes me quite ashamed ^^
 
chemistry1 said:
I've been suggested that it's a cycloid. Btw are the other two correct ? thank you
The in-wheel reflectors I've seen are not that close to the periphery of the wheel. The curve would be a curtate cycloid. http://en.wikipedia.org/wiki/Cycloid#Related_curves
 
Yeah, it makes more sense. Thanks for the correction!
 
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