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Working with S, Y, Z Parameters<br />

Detailed Functionality<br />

• DC Simulation.<br />

• AC Simulation. When the CPF algorithm is chosen either by the monitor or the <strong>user</strong>, the<br />

frequency response of the system is computed based on the found poles/residues, to<br />

enable smooth and causal simulation results. In the case of the DSP method, AC<br />

simulation is performed by interpolation and extrapolation of the tabulated parameters,<br />

with the response made symmetrical around the maximal tabulated frequency point, and<br />

the obtained spectrum is made periodic. With the SI algorithm, AC simulation produces<br />

the frequency response of the transfer function that best fits the tabulated frequency<br />

points. If AC simulation is performed without transient simulation and without any<br />

method forced by the <strong>user</strong>, the response is obtained through interpolation of the given<br />

frequency-domain data points.<br />

• Transient Simulation. Transient simulation is obtained through the application of the<br />

most appropriate of the CPF, DSP, or SI algorithms.<br />

• Input data can be specified as S, Y, Z, G, H, T or A parameters.<br />

• Tabulated data may have linear, logarithmic, or irregular distribution in its frequency<br />

range. Frequency values may start from 0 Hz or any positive value. Any number of<br />

points is allowed.<br />

• The choice of the CPF, DSP, or SI algorithm can be forced through a parameter of the<br />

model. All algorithms allow any kind of spacing. However, since internally DSP<br />

requires linearly spaced K 2 +1 data points starting at zero frequency, it uses interpolation<br />

and extrapolation of the input data to satisfy this requirement.<br />

• Simulation is possible with the Eldo default options.<br />

• For an N-port block (N>1), port impedances can be identical, or different for each port.<br />

• Speed-optimized CFAS model.<br />

698<br />

Eldo® User's Manual, 15.3

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