2015
DOI: 10.1109/jetcas.2015.2502158
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Polyphase Decomposition for Tunable Band-Pass Sigma-Delta A/D Converters

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Cited by 8 publications
(4 citation statements)
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“…Similar to quadrature BP-Σ∆Ms, TI BP-Σ∆Ms are also limited by circuit impairments, such as offset, gain and timing mismatch, which causes spur tones to appear at the output spectrum, thus degrading the noise shaping [46]. Based on a similar idea, some authors proposed a polyphase decomposition of the NTF of BP-Σ∆Ms [47] as follows:…”
Section: Notch Frequency Location and Basic Architecturesmentioning
confidence: 99%
See 1 more Smart Citation
“…Similar to quadrature BP-Σ∆Ms, TI BP-Σ∆Ms are also limited by circuit impairments, such as offset, gain and timing mismatch, which causes spur tones to appear at the output spectrum, thus degrading the noise shaping [46]. Based on a similar idea, some authors proposed a polyphase decomposition of the NTF of BP-Σ∆Ms [47] as follows:…”
Section: Notch Frequency Location and Basic Architecturesmentioning
confidence: 99%
“…we obtain the expression of NTF given in Equation (7). It can be shown that the spur tones due to path mismatches fall out of the signal band at f s /P, with P being the number of paths used in the polyphase decomposition [47].…”
Section: Notch Frequency Location and Basic Architecturesmentioning
confidence: 99%
“…The above scheme can be implemented by the N-path architecture [4], As illustrated in Fig. 3, the main path can offer the transfer function of NTF = 1 + z −N , while the remaining polynomial term can be formed by the injection of coupling noise derived from the quantisers.…”
Section: Realisation Of Tunable Noise Transfer Functions (Ntfs)mentioning
confidence: 99%
“…Such characteristic leads to the need for evolving the conventional second‐order bandpass SDM into high order cases. In general, the uniform NTF for N ‐path is given by NTFNchannels=1+k1z1+k2z2++kN1zN1+zNThe above scheme can be implemented by the N ‐path architecture [4], As illustrated in Fig. 3, the main path can offer the transfer function of NTF = 1 + zN, while the remaining polynomial term can be formed by the injection of coupling noise derived from the quantisers.…”
Section: Realisation Of Tunable Noise Transfer Functions (Ntfs)mentioning
confidence: 99%