Circles of Light: Explore the Phenomenon

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When a rotating laser is placed at the center of a circle with a radius of one light second, the beam sweeps across the inner circumference, which measures 2π light seconds. Observers at rest will see a projection of the laser sweeping with reduced intensity, specifically 1/(2π) of the original intensity. However, for observers rotating with the laser, the situation becomes complex due to the non-inertial frame of reference. The perception of the laser's intensity and behavior will differ based on the observer's position and motion relative to the laser. Ultimately, the phenomenon highlights the importance of perspective in understanding light and motion in circular paths.
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Hello to whoever is kind enough to read this!

A question,

Suppose I place a rotating laser at the centre a circle so that the beam will hit the inner face of the circles circumference.

If the radius of the circle is one light second, then the circumference would be 2pi light seconds. (We can ignore the length of the laser source device)

If I now rotate the laser through 360 degrees in one second.

What will I see on the circles inner circumference?
 
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A projection of the laser sweeping across the circumference with 1/(2pi) original intensity?
 
John Richard said:
What will I see on the circles inner circumference?


I think the correct term is "What will you *observe*?" - there is a difference. But that depends on the point of view... If you observe from rest, #1 has given the aswer. But if you observe from a frame that is rotating with the laser, the problem is more subtle, since then you are not in a inertial frame!
 
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That depends on the point of view!

Lets assume as the viewer you are within touching distance of the circles inner circumference
 
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