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Homework Statement
A source and detector are placed a certain angle [itex]\phi[/itex] apart on the edge of a rotating disk. The source emits radiation in all directions at a frequency [itex]\omega_*[/itex] in its instantaneous rest frame. What frequency is the radiation detected at? (Hint: Little information is provided because little information is needed.)
Homework Equations
If the source moves away from the detector with speed V and emits photons of frequency w at an angle a', the detected frequency is,
[tex] \omega' = \omega \frac{\sqrt{1-V^2}}{1-Vcos \alpha'}[/tex]
The Attempt at a Solution
It seems to me that in the frame of the detector, the source is at rest (V=0) since they are both moving with the same angular speed. Thus, the equation above yields w'=w. I am doubting the problem is this simple, and I'm not sure how else to interpret the situation.