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Series Combination of One-Ports
Figure J.6 shows the series combination of two one-ports.
Figure J.6:
Two one-port networks combined in series. The
impedance of the series combination is
.
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Impedances add in series, so the aggregate impedance is
, and the admittance is
The latter expression is the handy product-over-sum rule for combining
admittances in series.
In a physical situation, if two elements are connected in such a way
that they share a common velocity, then they are in series. An example
is a mass connected to one end of a spring where the other end is attached
to a rigid support and the force is applied to the mass, as shown in
Fig. J.7.
Figure J.7:
A mass and spring combined as one-ports in
series.
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