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For linear active networks, Choma writes:<ref name=Choma>
{{cite journal |title=Signal flow analysis of feedback networks |author=J Choma, Jr |journal= IEEE Transactions on Circuits and Systems
</ref> "By a 'signal flow representation' [or 'graph', as it is commonly referred to] we mean a diagram that, by displaying the algebraic relationships among relevant branch variables of network, paints an unambiguous picture of the way an applied input signal ‘flows’ from input-to-output ... ports."
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[[File:Control parameter.PNG|thumb|upright=1.0|Figure 4: A different signal-flow graph for the [[asymptotic gain model]] ]]
[[File:Signal flow graph for feedback amplifier.png|thumb|upright=1.0 |A signal flow graph for a nonideal [[negative feedback amplifier]] based upon a control variable ''P'' relating two internal variables: ''x<sub>j</sub>=Px<sub>i</sub>''. Patterned after D.Amico ''et al.''<ref name=Damico>
{{cite journal |title=Resistance of Feedback Amplifiers: A novel representation |author=Arnaldo D’Amico, Christian Falconi, Gianluca Giustolisi, Gaetano Palumbo |journal= IEEE Transactions on Circuits and Systems
</ref>]]
A possible SFG for the [[asymptotic gain model]] for a [[negative feedback amplifier]] is shown in Figure 3, and leads to the equation for the gain of this amplifier as
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|url=https://books.google.com/books?id=hPx70ozDJlwC&q=signal+flow+graph&pg=PA86}}
</ref>
** Reliability of electronic systems<ref>{{Cite
* [[Physiology]] and [[biophysics]]
** Cardiac output regulation<ref>{{Cite journal|title = The pioneering use of systems analysis to study cardiac output regulation|last = Hall|first = John E.|date = August 23, 2004|journal = Am J Physiol Regul Integr Comp Physiol|doi = 10.1152/classicessays.00007.2004|pmid = 15475497|volume=287|issue = 5|pages=R1009–R1011}}</ref>
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