MTMgabor | R Documentation |
Time varying Auto-Regressive Spectrum (Gabor Transform) using MTM
MTMgabor(a, dt = 0, ppoint=95 , numf = 1024, Ns = 0, Nov = 0, fl = 0, fh = 10)
a |
signal |
dt |
sample rate interval (s) |
ppoint |
percent confidence for F-test (default=95) |
numf |
Number of frequencies |
Ns |
Number of sample in sub-window |
Nov |
Number of sample to overlap |
fl |
low frequency to display |
fh |
high frequency to display |
This is a spectrogram function similar to the Gabor Transform but uses the MTM (multi-taper method) for spectrum estimation. This is a non-interactive version of MTM.drive.
List
sig |
input signal |
dt |
deltat |
numfreqs |
Number of frequencies output |
wpars |
input parameters list(Nfft=numfreqs, Ns=Ns, Nov=Nov, fl=fl, fh=fh) |
DSPEC |
spectrum image |
HIMAT |
matrix with high values of F-test at 90 percent confidence |
DOFMAT |
Matrix image of degrees of freedom |
FVMAT |
Matrix image of F-test values |
kdof |
test degrees of freedom=2*nwin-2 |
ppoint |
percentage point for confidence bounds |
freqs |
output frequencies (y axis) |
tims |
output times (x-axis) |
Jonathan M. Lees<jonathan.lees@unc.edu>
Percival and Walden;
Lees, J. M. and Park, J., 1995: Multiple-taper spectral analysis: A stand-alone C-subroutine, Computers and Geology, 21(2), 199-236.
Percival, Donald B.,Walden, Andrew T. (1993):Spectral Analysis for Physical Applications,Cambridge University Press, Cambridge, 583p.
evolfft, evolMTM, MTM.drive, GETARAIC, doGABOR.AR, DOsgram, doGABOR.MTM
data(KH)
### swig(KH)
Xamp <- KH$JSTR[[1]]
Nfft <- 1024 ### fft length
Ns <- 512 ### number of samples in a window
Nov <- 480 ### number of samples of overlap per window
fl <- 0 ### low frequency to return
fh <- 12 ### high frequency to return
dt <- KH$dt[1]
#### shorten the signal here, just for speed on the example:
sig = Xamp[37501:75001]
EV <- MTMgabor(sig, dt = dt, numf =Nfft , Ns = Ns, Nov = Nov, fl = fl, fh= fh)
PE <- plotevol(EV, log=1, fl=0.01, fh=fh, col=rainbow(100),
ygrid=FALSE, STAMP="", STYLE="ar")
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