WSJT-X/map65/libm65/qra64b.f90

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subroutine qra64b(nutc,nqd,fcenter,nfcal,nfsample,ikhz,mousedf,ntol,xpol, &
mycall_12,hiscall_12,hisgrid_6,mode64,nwrite_qra64)
parameter (MAXFFT1=5376000) !56*96000
parameter (MAXFFT2=336000) !56*6000 (downsampled by 1/16)
complex ca(MAXFFT1),cb(MAXFFT1) !FFTs of raw x,y data
complex cx(0:MAXFFT2-1),cy(0:MAXFFT2-1)
logical xpol
real*8 fcenter
character*12 mycall_12,hiscall_12
character*6 hisgrid_6
common/cacb/ca,cb
data nzap/3/
open(17,file='red.dat',status='unknown')
nfft1=MAXFFT1
nfft2=MAXFFT2
df=96000.0/NFFT1
if(nfsample.eq.95238) then
nfft1=5120000
nfft2=322560
df=96000.0/nfft1
endif
nh=nfft2/2
ikhz0=nint(1000.0*(fcenter-int(fcenter)))
k0=((ikhz-ikhz0+48.0+1.27)*1000.0+nfcal)/df
if(k0.lt.nh .or. k0.gt.nfft1-nh) go to 900
fac=1.0/nfft2
cx(0:nh)=ca(k0:k0+nh)
cx(nh+1:nfft2-1)=ca(k0-nh+1:k0-1)
cx=fac*cx
if(xpol) then
cy(0:nh)=cb(k0:k0+nh)
cy(nh+1:nfft2-1)=cb(k0-nh+1:k0-1)
cy=fac*cy
endif
! Here cx and cy (if xpol) are frequency-domain data around the selected
! QSO frequency, taken from the full-length FFT computed in filbig().
! Values for fsample, nfft1, nfft2, df, and the downsampled data rate
! are as follows:
! fSample nfft1 df nfft2 fDownSampled
! (Hz) (Hz) (Hz)
!----------------------------------------------------
! 96000 5376000 0.017857143 336000 6000.000
! 95238 5120000 0.018601172 322560 5999.994
! write(60) cx,cy,nutc,nqd,ikhz,mousedf,ntol,xpol,mycall_12, &
! hiscall_12,hisgrid_6
if(nzap.gt.0) call qra64zap(cx,cy,xpol,nzap)
! Transform back to time domain with sample rate 6000 Hz.
call four2a(cx,nfft2,1,-1,1)
call four2a(cy,nfft2,1,-1,1)
call qra64c(cx,cy,nutc,nqd,ikhz,mousedf,ntol,xpol,mycall_12, &
hiscall_12,hisgrid_6,mode64,nwrite_qra64)
close(17)
900 return
end subroutine qra64b