1994
DOI: 10.1006/mssp.1994.1004
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Analysing non-linear systems in the frequency domain--II. The phase response

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Cited by 19 publications
(4 citation statements)
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“…so that the phase of each SC is shifted by a constant factor / l (k). The phase response relating input and output responses of the non-linear transfer function has been well characterized by Billings and Zhang (1994). The latter reference demonstrates the assertion that the phase of a SC (output), whose frequency is a linear combination of primary frequencies (inputs), will be the same linear combination of the primary phases.…”
Section: A the Primary Tone Phase Variation Technique And The Frequementioning
confidence: 95%
See 1 more Smart Citation
“…so that the phase of each SC is shifted by a constant factor / l (k). The phase response relating input and output responses of the non-linear transfer function has been well characterized by Billings and Zhang (1994). The latter reference demonstrates the assertion that the phase of a SC (output), whose frequency is a linear combination of primary frequencies (inputs), will be the same linear combination of the primary phases.…”
Section: A the Primary Tone Phase Variation Technique And The Frequementioning
confidence: 95%
“…Two limitations of the gPTPV method can be encountered when several non-linearities contribute to the same SC. On the one hand, if the contributing non-linearities have different phase responses, which is generally the case if their respective orders differ (Billings and Zhang, 1994), the phase of the output response cannot be predicted from the phases of the primaries. On the other hand, if they share the same phase response the gPTPV method will yield a single output waveform, irrespective of the number of contributing non-linearities.…”
Section: Intrinsic Limitationsmentioning
confidence: 99%
“…The energy at 2 F 0 in S ( f ) may reflect one or more of the following sources: (1) rectifier distortion to carrier energy at F 0 , (2) beating between (carrier) harmonics that are separated by 2 F 0 , and (3) effects of transduction nonlinearities on the beating between (carrier) harmonics that are separated by F 0 . In these special cases, additional stimulus phase variations can be used to separate out these components [ 84 , 85 ].…”
Section: Discussionmentioning
confidence: 99%
“…The energy at 2F 0 in S(f ) may reflect one or more of the following sources: (1) rectifier distortion to carrier energy at F 0 , (2) beating between (carrier) harmonics that are separated by 2F 0 , and (3) effects of transduction nonlinearities on the beating between (carrier) harmonics that are separated by F 0 . In these special cases, additional stimulus phase variations can be used to separate out these components (Billings and Zhang, 1994;Lucchetti et al, 2018).…”
Section: Alternating-polarity Stimulimentioning
confidence: 99%