Radar Foundations for Imaging and Advanced Concepts

The preceding chapters have devoted some detail to the fundamental aspects of radar: transmission/reception; antennas; waveforms; propagation; RCS; SNR; detection; and accuracy of measurement of range, velocity, and angular position. This chapter combines those fundamentals and considers the particular advantage of applying those techniques to the case of a rotating target, which leads us to the important domain of imaging radar.
Let us consider a stationary radar with constant beam direction observing a region for which we want to obtain the radar return as a function of both range and velocity versus time. As an example, assume the radar is on the shore facing the ocean. The radar is assumed to have a constant PRF (f R ) and to transmit a step-chirp waveform. That is, the radar transmits groups of N (N
1 ) monochromatic pulses; within a group, the frequency of a pulse is ? f greater than that of the previous pulse, and the radar transmits f R /N groups per second. Each pulse group has bandwidth B, and each pulse has pulse width ?. Within a pulse group, the frequency of individual pulse number n is given by
The A/D converter obtains one sample per returned pulse ( N samples per pulse group), and M groups ( M
1)...