2014 IEEE 12th International New Circuits and Systems Conference (NEWCAS) 2014
DOI: 10.1109/newcas.2014.6934038
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Accurate, wide range analog sine shaping circuits

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Cited by 2 publications
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“…Various waveform shaper designs have been proposed to obtain a transfer function generating the output as close as the sinusoidal waveform [94]. Their waveform shaping is based on [94]: a polynomial approximation of x(1 − x 2 )/(1 + x 2 ) [95], [96], Taylor series expansion with low-order terms [90]- [93], [97], a sum of hypertangent functions [94], [98], [99], or a sum of parabolically spaced exponential functions [100].…”
Section: Oscillator-based Triangular Waveformmentioning
confidence: 99%
“…Various waveform shaper designs have been proposed to obtain a transfer function generating the output as close as the sinusoidal waveform [94]. Their waveform shaping is based on [94]: a polynomial approximation of x(1 − x 2 )/(1 + x 2 ) [95], [96], Taylor series expansion with low-order terms [90]- [93], [97], a sum of hypertangent functions [94], [98], [99], or a sum of parabolically spaced exponential functions [100].…”
Section: Oscillator-based Triangular Waveformmentioning
confidence: 99%