an FFT on spatially separated data this yields an angle?
> an FFT on spatially separated data this yields an angle?
Start with an array of regularly spaced sensors on a line.
Consider single samples taken from each sensor at exactly the same time.
Consider those samples as a "sequence".
The sequence is in space, not time.
samples (and, by itself, not an "angle").
know a priori what angles are represented at the chosen frequency, etc.
number sample.  Then, you can interpolate over samples or ... whatever.
the far field of the array.
Will it be possible for you to share resources and references from your research.
> > an FFT on spatially separated data this yields an angle?
> Will it be possible for you to share resources and references from your research.
Will it be possible to Google "fft beamformer, doa"  and not select comp.dsp?
> > > an FFT on spatially separated data this yields an angle?
.> Will it be possible to Google "fft beamformer, doa"  and not select comp.dsp?
>> > > an FFT on spatially separated data this yields an angle?
>oogle results. That was my "other advice".
I thought your initial response was reasonable and informative.