2 ms·
All of what you said is true. Yes: compensation is needed to account for non rectangular sampling (see the Polar reformat or the Stolt interpolator). Yes: non-
by derstander 3y ago
All of what you said is true.
Yes: compensation is needed to account for non rectangular sampling (see the Polar reformat or the Stolt interpolator). Yes: non-straight and level flight paths result in degraded or even useless imagery unless the deviation is small or the FFT-based algorithm is specifically tweaked for it. Yes: various algorithms make assumptions that may be violated (e.g., planar wavefronts).
But again, I think it’s just the computational efficiency of the FFT-based algorithms for real-time use.
As a random thought, a lot of radar engineers that don’t start with SAR are perfectly comfortable reasoning about Doppler. Particularly with regard to detection of moving targets. Maybe that’s a factor, too.
- bafe 3y agoI think you are right, and it seems the frequency domain aspect could also have won for historical reasons: the first "SAR" systems were effectively performing doppler beam sharpening by passing the output of a conventional radar through a filter bank and mapping the output of each filter to an off-track angle. But again, when I first got introduced to (modern) SAR I found the explanation through Doppler shifts to be more confusing and less physically understandable than a purely geometric approach