Re: SNR penalty due to Linear Interpolation
- From: "steveu" <steveu@xxxxxxxxxxx>
- Date: Thu, 19 Mar 2009 04:18:43 -0500
On Mar 18, 5:19=A0pm, "cpshah99" <cpsha...@xxxxxxxxxxxxxx> wrote:modulate=
Hi Jerry
I think what I have done is correct. I am resampling the carrier
dit
signal. So this carrier phase and timing impairements.
And the good thing is that at RX, using adaptive linear iterpolator,
locks to the value of velocity but at higher SNR.
I am thinking I need to do detail study of this topic.
Thanks
Chintan
If you use a loop filter, the bandwidth of this filter has to be
sufficiently
high to handle the Doppler. And that means that the filter admits
more
noise. This is covered in Myer/Moeneclaey/Fechtel, page 97 ....
I've never tried this, but it should be possible to keep the bandwidth of
the loop filter narrow. Radar systems use Kalman and related techniques to
track the ebb and flow of target doppler, as the target manoeuvres. It
should be possible to use such an approach to make the loop adjust in a
focused manner, rather than just widening the loop, and letting it move
around in a rather unfocused manner. Of course, if your target tracking
algorithm gets fooled by tricky manoeuvres, you might regret trying this.
Watch out for targets doing inverted half loops, and reversing their
Doppler shift in a few seconds. :-\
Regards,
Steve
.
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