2013
DOI: 10.1109/tcsii.2013.2268418
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Frequency Limitations of First-Order $g_{m} - RC$ All-Pass Delay Circuits

Abstract: All-pass filter circuits can implement a time delay but, in practice, show delay and gain variations versus frequency, limiting their useful frequency range. This brief derives analytical equations to estimate this frequency range, given a certain maximum allowable budget for variation in delay and gain. We analyze and compare two well-known g m − RC first-order allpass circuits, which can be compactly realized in CMOS technology and relate their delay variation to the main pole frequency. Modeling parasitic p… Show more

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Cited by 12 publications
(11 citation statements)
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“…a 1 st order all-pass filter: The 1 st order all-pass transfer function can be realized both with g m -RC filters [2], [11] (see Fig.3) and the g m -C filter presented in this paper and in [12]. In [13] a benchmarking method has been proposed to compare delay cells based on f =0 . This method is re-used here to show that the g m -C delay cell of [12] has better performance than other published designs.…”
Section: Imentioning
confidence: 99%
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“…a 1 st order all-pass filter: The 1 st order all-pass transfer function can be realized both with g m -RC filters [2], [11] (see Fig.3) and the g m -C filter presented in this paper and in [12]. In [13] a benchmarking method has been proposed to compare delay cells based on f =0 . This method is re-used here to show that the g m -C delay cell of [12] has better performance than other published designs.…”
Section: Imentioning
confidence: 99%
“…Then the transfer function can be rewritten as: (8) Using the analysis in [13], the maximum usable pole frequency f p is defined as the frequency where the gain roll-off with respect to DC is less than ∆H p , resulting in:…”
Section: A Finite Output Impedance and Parasitic Capacitancesmentioning
confidence: 99%
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