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S-parameters describe the response of an N-port network to voltage signals at each port. The first number in the subscript refers to the responding port, while the second number refers to the incident port. Thus S21 means the response at port 2 due to a signal at port 1.
In case of two-port network:
where:
Sij is a complexe number: Sij = RSij + jXSij
(refers to the ratio of signal that reflects from input port (b1) for a signal incident on input port (a1) ).
Remark:
- If we want to measure S11, we inject a signal at port 1 and measure its reflected signal (no signal must be injected into port 2)
- a2=0 if ZL=Zc (There are not output reflection. Output line is adapted)
(refers to the ratio of signal that reflects from output port (b2) for a signal incident on output port (a2) ).
Remark:
- If we want to measure S22, we inject a signal at port 2 and measure its reflected signal (no signal is injected into port 1)
- a1=0 if ZS=Zc (There are not input reflection. Input line is adapted)
Remark:
- a1=0 if ZS=Zc (There are not input reflection. Input line is adapted)
Remark:
- a2=0 if ZL=Zc (There are not output reflection. Output line is adapted)
S-parameters have no unity. it is a voltage ratio.
S-parameter magnitudes are presented in one of two ways, linear magnitude or decibels (dB).
The angle of a vector S-parameter is almost always presented in degrees (but of course, radians are possible).
Input impedance may be obtained from the S11 by means of the following expressions:
Input reflection coefficient:
Voltage Gain
The two-port Z-parameters may be obtained from the equivalent two-port S-parameters by means of the following expressions.