Frequency Domain Identification Toolbox
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A
Allpass design
Andrásfai, B.
Approximate covariance matrix
Approximate mean model error
Arbitrary waveform generator
ASCII export
ASCII file <1>
<2>
Averaging
B
Binary excitation signal <1>
<2>
C
Clipping
Complex geometric mean
Complex residuals
Condition number
Confidence ellipse
Confidence interval
Correlation between input and output
Covariance file
Covariance matrix <1>
<2>
Covariance vector
Cramér-Rao bound <1>
<2>
<3>
Crest factor <1>
<2>
Crest factor minimization
D
D/A converter <1>
<2>
Default answer
Delay
Delbaen, F.
Demonstrations
DFT <1>
<2>
dibs
dibsimpr
Discrete interval binary sequence
Dispersion function
E
elis
elis2tha
elisfcnv
elisqa
elrpf2v
elrpv2f
Empirical standard deviation
Equation error method <1>
<2>
Excitation signal <1>
<2>
<3>
<4>
<5>
expcov
expfou
exppar
exptim
expvar
expvect
F
fdcovpzp
fdiddemo
FFT
File
ASCII
File conversion
Fixed parameters <1>
<2>
fnamanal
Frequency grid
G
Geometric mean
gmean
Godfrey, K. R. <1>
<2>
<3>
<4>
Guillaume, P. <1>
<2>
<3>
H
Hungarian method <1>
<2>
I
impcov
impfou
imppar
imptim
impvar
Information matrix
Initial values
Input-output correlation
invfreqs
invfreqz
Iteration algorithm
Levenberg-Marquardt <1>
<2>
<3>
<4>
Newton-Gauss <1>
<2>
Newton-Raphson <1>
<2>
K
Kollár, I. <1>
<2>
Krol, R. G.
Kuhn, H. W.
L
Least squares <1>
<2>
<3>
Levenberg-Marquardt algorithm <1>
<2>
<3>
<4>
lin2qlog
loadasc
loadvar
log2qlog
Logarithmic frequency set
M
Magnitude plot
Magnitude uncertainty <1>
<2>
Maximum length binary sequence
Mean model error
mlbs
Model conversion
Model error
modifyfv
msinclip
msinprep
Multisine <1>
<2>
N
Nearest neighbors
Newton-Gauss algorithm <1>
<2>
Newton-Raphson algorithm <1>
<2>
Nonparametric transfer function estimate
O
optexcit
Optimum power spectrum
P
Paehlike, K.-D.
pairs
Parameter file
Parameter vector
Partial transfer function
Phase plot
Phase uncertainty <1>
<2>
Phase wrapping
Pintelon, R. <1>
<2>
<3>
<4>
<5>
<6>
<7>
Plot confidence ellipses
Plot confidence intervals
Plot magnitudes
Plot phases
Plot poles and zeros
plotelpz
ploteltf
Pole-zero model
Pole-zero plot
Pole-zero uncertainty <1>
<2>
<3>
PRBS
Pseudo-random binary sequence
Q
Quasi-logarithmic frequency vector
R
Rake, H.
rdueelis
Renneboog, J. <1>
<2>
Report file
Run parameter file
Run parameter vector
S
savevar
Scaling frequency
Schoukens, J. <1>
<2>
<3>
<4>
<5>
<6>
<7>
<8>
Signal generator
Signal Processing Toolbox <1>
<2>
<3>
simfou
simtime
Simulation <1>
<2>
Singular value decomposition <1>
<2>
Start values
stdpz
stdtf
stdtfm
Stop criterion <1>
<2>
Synchronization
System Identification Toolbox
T
tha2elis
tim2fou
Time domain data file
Time domain data vector
Transfer function plot
U
Uncertainty ellipse
Uncertainty of poles and zeros <1>
<2>
Uncertainty of transfer function
V
van den Bos, A.
van der Ouderaa, E.
varanal
Variance analysis
Variance file
Variance vector
W
Weighted least squares
Y
yesinput
yulewalk
ywalk
Z
Zero-order hold <1>
<2>
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