2008
DOI: 10.1109/tcsii.2007.907854
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Integrated Phase-Locking Scheme for SDFT-Based Harmonic Analysis of Periodic Signals

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Cited by 49 publications
(25 citation statements)
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“…Arterial wall motion parameters are estimated using phase locking schemes in [10]. A sliding discrete Fourier transform (SDFT) based phase locking scheme [62] has been applied for frequency demodulation in [63]. From a vibration measurement system, the received ultrasonic signal S 0 (t) = A 2 cos(ω 0 t + f 0 + βsin(ω L t + f L )) can be fed to the SDFT phase locking scheme.…”
Section: Wwwietdlorgmentioning
confidence: 99%
“…Arterial wall motion parameters are estimated using phase locking schemes in [10]. A sliding discrete Fourier transform (SDFT) based phase locking scheme [62] has been applied for frequency demodulation in [63]. From a vibration measurement system, the received ultrasonic signal S 0 (t) = A 2 cos(ω 0 t + f 0 + βsin(ω L t + f L )) can be fed to the SDFT phase locking scheme.…”
Section: Wwwietdlorgmentioning
confidence: 99%
“…3, determines the peak of the fundamental component of a-phase voltage. A single phase digital adaptive observer [49] has been employed to achieve this. The on-line observer acts as a low pass filter and provides the fundamental component in the mains voltage u 1 = V a Á sin(xt) as well as the quadrature voltage u 2 = V a Á cos(xt).…”
Section: Sag and Swell Estimationmentioning
confidence: 99%
“…The adaptive observer acts as phase-locked-loop, while simultaneously dividing the period of the signal tracked into 128 parts. At the nominal mains frequency of 50 Hz, it also provides a pulse-train at 25.6 kHz (=4 Â 128 Â 50), which is used for generating the triangular dither at 6.4 kHz [49]. The frequency of the triangular dither signal would naturally vary in tune with the wandering mains frequency, so that the number of divisions of the mains-sine-wave remains constant at 128, enabling the use of commonly available DSP algorithms [50].…”
Section: Sag and Swell Estimationmentioning
confidence: 99%
“…The major portion, structure 1, of the adaptive scheme comprises of sliding DFT filter, moving averager, proportional and integral (PI) controller and numerically controlled oscillator (NCO). The z-domain transfer function of SDFT filter [24] is expressed as…”
Section: Iet Communicationsmentioning
confidence: 99%