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Wondershare Quiz Creator 450 Full Serial Key
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Wondershare Quiz Creator 450 Full Serial Key
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Wondershare Quiz Creator 450 Full Serial Key
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Wondershare Quiz Creator 450 Full Serial Key
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Doppler shift analysis in idealized world
I’m working on a problem set for Astronomy and am having some difficulty with the application of Doppler Effect to the steady state velocity of a charged particle. My thought is that Doppler Effect deals with relative frequencies and measurements are always made with respect to the line-of-sight (or other reference frame).
So, in my thought experiment I am imagining a perfectly rigid, non-moving reference frame that is perfectly transparent to light, as in an idealization. In this world, a particle is moving very slowly.
Ignoring relativity for a moment, in this world the measured frequency would be reduced by a factor of $$\frac{v}{c} \approx \frac{v}{c}\frac{c}{v}$$
Therefore, the line-of-sight should be referred to the moving particle. In this world, I can imagine this being accounted for by looking at the particle in its own frame.
Thus, I would calculate the Doppler Shift for this new (reference frame) frame and move this to the “line-of-sight”.
Wouldn’t this be incorrect? The idea I have in my head is that $v$ should be measured with
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