Digital signal processing in radar applications is usually done using finite impulse response filters. Why is that the case? Wouldn't the use of an infinite impulse response filtering be much faster and feasible since we are talking about processing in the gigahertz range?
Electronic – Why does radar processing always require FIR filters
dspfir
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Best Answer
Both answers are very good, but I hope my 2cents and a different perspective will add some value. I am in the middle of having to do essentially the same thing as a radar system.
Baseband versus RF
First off, Radar can be viewed very similar to wireless communication systems in that you have a baseband signal that you modulate, transmit, and then demodulate. Often phase shift keying is used in comm systems. In PSK, you are trying to detect a phase shift, usually between -pi and pi and based off of that phase shift you would determine the bit that was being sent.
In radars, the delay/reflection time creates what can be viewed as a phase shift. The only problem is that the delay in a radar is more then likely going to be greater then the 2*pi span that you can detect normally. In order to get a greater range you have to turn off your signal and wait long enough for you to receive the reflected signal.
In Radars, you could use an envelope detector and/or an RF mixer. An RF mixer is the same as a multiplier.
DSP
The key at this point is to remove all noise and determine the time delay between when you transmitted and where your current signal is at. Just like the comm systems, this delay can be viewed as a phase shift. Because of this you want your filter to have a linear phase response otherwise you wouldn't be able to tell (at least not easily) what delay your signal actually had. Here is an example of the frequency response of an FIR filter I just made:
As I am sure you can see, the phase graph is a straight line, so it is linear.
Now here is an example of an IIR with similar passband and stop band specifications:
The phase graph isn't so linear this time. Now it is possible to reverse this phase effect in your delay time calculations, but it usually isn't worth the effort, instead people just use an FIR filter.