Angular resolution of sensor arrays for signals with a bandwidth larger than zero
Abstract
For sinusoidal waves with bandwidth zero, the classical formula epsilon = (k)(lambda)/L = kc/fL is obtained for the resolution angle of a sensor array with aperture L. Waves with the time variation of a rectangular pulse of duration delta T yield epsilon = 2Kc/(Delta f)(L)(Square root of P/P sub N), where P/P sub N is the signal-to-noise ratio and Delta f = 1/2(Delta T) is the nominal bandwidth of the pulse. Hence, the resolution angle epsilon can be reduced by increasing the signal power as well as by increasing the array length L or the bandwidth Delta f. This is pertinent to radar and underwater acoustic beam-forming.
- Publication:
-
International Symposium on Electromagnetic Compatibility
- Pub Date:
- 1980
- Bibcode:
- 1980emc..symp..316H
- Keywords:
-
- Angular Resolution;
- Collimation;
- Communication Theory;
- Signal Detectors;
- Arrays;
- Bandwidth;
- Electric Potential;
- Sine Waves;
- Communications and Radar