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 Network Analyzers using S2VNA software

The default reference impedance of a port is equal to the impedance of the connectors (50 or 75 Ω). But in the process, it is often required to measure DUT with arbitrary resistance (See example in the figure below), not equal to the impedance of a port. In this case, it is possible to convert the reference impedance to an arbitrary impedance value using the software.

Port reference impedance conversion 2

Example of measuring a DUT with an arbitrary impedance by the Analyzer with reference impedance 50 Ω

Port reference impedance conversion is a function that mathematically converts the matrix of S-parameters measured at the reference impedance of port Z0 to the matrix of S-parameters measured at an arbitrary impedance of port Z1 (See figure below). The function is also referred to as the renormalization transformation of S-parameters.

Port reference impedance conversion

Port reference impedance conversion

Renormalization can be based on two alternative microwave circuit theories, whose conversion formulas may yield different results if the reference impedance of at least one test port has a non-zero imaginary part. The first theory is "A General Waveguide Circuit Theory" (R.B.Marks and D.F.Williams). The second theory is the "Power waves and the Power Scattering Matrix" (K.Kurokawa).


note

The source value of the Z0 port reference impedance (commonly 50 Ω) is defined in the process of the calibration. It is determined by the characteristic impedance of the calibration kit and its value is entered  as described in System Impedance Z0.


Port ZConversion

Port ZConversion OFF

To enable/disable the port reference impedance conversion function, use the following softkeys:

Analysis > Fixture Simulator > Port Z Conversion > Port Z Conversion [ON | OFF]

 

Port1 Z0 Real

Port1 Z0 Imag

To enter the value of the simulated impedance of Port n, use the Port n Z0 Real and Port n Z0 Imag softkeys.

 

Theory Travelling Waves

To choose the theory according to which the renormalization of S-parameters is performed, use the Theory softkey.

 

Rev.:  24.2