Abstract
The paper presents an application of recursive discrete Fourier transform (RDFT) method involving real number computations for estimating the harmonic magnitudes in the waveforms of a 6 pulse, full wave thyristor bridge circuit. The signal is modelled in state variable form as the output of a dynamic system. A dead-beat spectral observer in discrete time, operating at the Nyquist sampling rate estimates the harmonic amplitude components recursively since it performs one step per-sample updating. The estimates rapidly converge to yield the transform coefficient after exactly the requisite number of samples decided by Nyquist rate, even in the presence of numerical truncation errors. A microcomputer based instrumentation scheme for on-line implementation of the RDFT is suggested.