zpk
Description
Examples
Zeros, Poles, Gain, and DC Gain of Fit
Create an S-Parameters object from the file named default.s2p
. Perform rational fitting of the S-Parameters.
S = sparameters('default.s2p'); fit = rational(S,Display='plot')
fit = rational with properties: NumPorts: 2 NumPoles: 52 Poles: [52x1 double] Residues: [2x2x52 double] DirectTerm: [2x2 double] ErrDB: -22.6872
Calculate the zeros, poles, gain, and DC gain of the rational object.
[z,p,k,dcgain] = zpk(fit)
z=2×2 cell array
{51x1 double} {51x1 double}
{51x1 double} {51x1 double}
p=2×2 cell array
{52x1 double} {52x1 double}
{52x1 double} {52x1 double}
k = 2×2
1010 ×
1.0544 -0.0194
0.9158 0.0377
dcgain = 2×2
0.1289 -0.0838
-0.1209 0.7649
Input Arguments
fit
— Rational fit
rational
object | rfmodel.rational
object
Rational fit, specified as a rational
or rfmodel.rational
object.
Output Arguments
z
— Zeroes of fit
1-D array of doubles | 3-D array of doubles
Zeroes of the fit, returned as a 1-D array of doubles or a 3-D array of doubles.
p
— Poles of fit
1-D array of doubles | 3-D array of doubles
Poles of the fit, returned as a 1-D array of doubles or a 3-D array of doubles.
k
— Gain of fit
2-D array of doubles
Gain of the fit, returned as a 2-D array of doubles. k
is the coefficient of the rational function when poles and zeros are
expressed as monic polynomials in S
.
dcgain
— DC gain of fit
2-D array of doubles
DC gain of the fit, returned as 2-D array of doubles for zero frequency response.
Version History
Introduced in R2020a
See Also
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