WSJT-X/lib/downsam9.f90
Joe Taylor 1881cc1bb1 Add calls to timer().
git-svn-id: svn+ssh://svn.code.sf.net/p/wsjt/wsjt/branches/wsjtx@3470 ab8295b8-cf94-4d9e-aec4-7959e3be5d79
2013-07-09 16:22:25 +00:00

67 lines
1.6 KiB
Fortran

subroutine downsam9(id2,npts8,nsps8,newdat,nspsd,fpk,c2,nz2)
!Downsample from id2() into C2() so as to yield nspsd samples per symbol,
!mixing from fpk down to zero frequency.
include 'constants.f90'
parameter (NMAX1=1024*1920)
integer*2 id2(0:8*npts8-1)
real*4 x1(0:NMAX1-1)
complex c1(0:NMAX1/2)
complex c2(0:4096-1)
real s(5000)
equivalence (c1,x1)
save
nfft1=1024*nsps8 !Forward FFT length
df1=12000.0/nfft1
npts=8*npts8
if(newdat.eq.1) then
fac=6.963e-6 !Why this weird constant?
do i=0,npts-1
x1(i)=fac*id2(i)
enddo
x1(npts:nfft1-1)=0. !Zero the rest of x1
call timer('fft_forw',0)
call four2a(c1,nfft1,1,-1,0) !Forward FFT, r2c
call timer('fft_forw',1)
nadd=1.0/df1
s=0.
do i=1,5000
j=(i-1)/df1
do n=1,nadd
j=j+1
s(i)=s(i)+real(c1(j))**2 + aimag(c1(j))**2
enddo
enddo
endif
ndown=8*nsps8/nspsd !Downsample factor
nfft2=nfft1/ndown !Backward FFT length
nh2=nfft2/2
nf=nint(fpk)
i0=fpk/df1
nw=100
ia=max(1,nf-nw)
ib=min(5000,nf+nw)
call timer('pctile_1',0)
call pctile(s(ia),ib-ia+1,40,avenoise)
call timer('pctile_1',1)
fac=sqrt(1.0/avenoise)
do i=0,nfft2-1
j=i0+i
if(i.gt.nh2) j=j-nfft2
c2(i)=fac*c1(j)
enddo
call timer('fft_back',0)
call four2a(c2,nfft2,1,1,1) !FFT back to time domain
call timer('fft_back',1)
nz2=8*npts8/ndown
return
end subroutine downsam9