
Originally Posted by
jimbonzzz
Because of the doppler shift, the police radar guns are looking for the reflected signal to be a number of Hz or KHz off of the transmitted signal. Anything outside this range is basically ignored by the gun.
The doppler shift for K-Band for 1 MPH is (approximately) 72 Hz. So the highest practical doppler shift would be around 14 KHz, the doppler shift for K-Band at 199 MPH (the approximate operational limit for many guns). For a motion sensor to interfere with the police radar, it would have to be within 14 KHz of the police radar. Most of the time, even two same-model radar guns are different in frequency by many MHz, since Gunn oscillators just aren't that stable, hence the +/- 100 MHz bandpass for K-Band. Even trying to purposely tune a motion sensor to be this close to the radar would probably be nearly impossible.
For example, if the officer had a K-Band radar unit at exactly:
24.150000000 GHz,
For a motion sensor to interfere it would have to be at:
24.150014328 GHz
... or closer in frequency.
For some rough odds, divide the 200 MHz wide police K-Band by 14328 Hz, and you end up with a 1 in 13,958 chance that a motion sensor's frequency would happen to fall close enough to the radar gun's frequency to interfere. Not likely to happen, but it IS possible.
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