Traditional methods of ultra-wideband (UWB) radar signal generation su
ffer from several disadvantages such as low antenna radiation efficien
cy and lack of accurate control of signal parameters like pulse shape,
pulse repetition interval (PRI), and its spectrum. UWB signals can be
generated by expanding the desired radar waveform in Fourier series a
nd then synthesizing the waveform by generating the individual terms i
n the expansion from harmonically related oscillators, Signals thus pr
oduced overcome the disadvantages of traditional methods of UWB signal
generation. In this paper, Fourier series based method for generation
of complex amplitude coded waveforms is developed which can be used t
o generate time domain equivalent of Barker and other codes for applic
ation in radar and communication areas. In radar applications, these c
oded waveforms, with accurate and stable waveform parameters, shall al
low pulse compression and coherent integration, The additional process
ing gain provided by these operations reduces the need for high peak p
ower in radar transmitters which is one of the bottlenecks in the impl
ementation of operational UWB radars. This paper also describes a UWB
radar concept which incorporates Fourier synthesized waveforms. Relate
d digital signal processing issues are also discussed.