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Change Doppler spread to Lorentzian shape with cutoff at x=3. Several
tweaks to output format from fer65. git-svn-id: svn+ssh://svn.code.sf.net/p/wsjt/wsjt/branches/wsjtx@6534 ab8295b8-cf94-4d9e-aec4-7959e3be5d79
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@ -50,10 +50,11 @@ program fer65
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open(20,file='fer65.20',status='unknown')
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open(20,file='fer65.20',status='unknown')
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open(21,file='fer65.21',status='unknown')
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open(21,file='fer65.21',status='unknown')
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write(20,1000) iters,ntrials,naggressive,d
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write(20,1000) submode,iters,ntrials,naggressive,d
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1000 format('Iters:',i6,' T:',i7,' Aggressive:',i3,' Doppler:',f6.1)
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1000 format('JT65',a1,' Iters:',i6,' T:',i7,' Aggressive:',i3, &
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' Doppler:',f6.1)
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write(20,1002)
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write(20,1002)
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1002 format(' dB nsync ngood nbad sync snr ', &
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1002 format(/' dB nsync ngood nbad sync dsnr ', &
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'DT Freq Drift'/77('-'))
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'DT Freq Drift'/77('-'))
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do isnr=0,20
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do isnr=0,20
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@ -138,6 +139,7 @@ program fer65
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endif
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endif
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dsnr=xsnr-snr
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dsnr=xsnr-snr
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if(ngood.eq.0) dsnr=0.
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write(20,1100) snr,nsync,ngood,nbad,xsync,esync,dsnr,esnr, &
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write(20,1100) snr,nsync,ngood,nbad,xsync,esync,dsnr,esnr, &
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xdt,edt,xfreq,efreq,xdrift,edrift
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xdt,edt,xfreq,efreq,xdrift,edrift
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1100 format(f5.1,2i6i4,2f6.1,f6.1,f5.1,f6.2,f5.2,f7.1,3f5.1)
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1100 format(f5.1,2i6i4,2f6.1,f6.1,f5.1,f6.2,f5.2,f7.1,3f5.1)
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@ -200,18 +200,20 @@ program jt65sim
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cspread(0)=1.0
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cspread(0)=1.0
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cspread(NH)=0.
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cspread(NH)=0.
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! The following statement was added 3/15/2016 to make the half-power tone
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! The following options were added 3/15/2016 to make the half-power tone
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! widths equal to the requested Doppler spread. (Previously we effectively
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! widths equal to the requested Doppler spread. (Previously we effectively
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! used b=1.0, which made the tones 1.665 times wider.)
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! used b=1.0 and Gaussian shape, which made the tones 1.665 times wider.)
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b=2.0*sqrt(log(2.0))
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! b=2.0*sqrt(log(2.0)) !Gaussian
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b=2.0 !Lorenzian
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do i=1,NH
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do i=1,NH
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f=i*df
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f=i*df
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x=b*f/fspread
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x=b*f/fspread
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z=0.
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z=0.
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a=0.
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a=0.
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if(x.lt.50.0) then
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if(x.lt.3.0) then !Cutoff beyond x=3
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a=sqrt(exp(-x*x))
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! a=sqrt(exp(-x*x)) !Gaussian
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a=sqrt(1.0/(1.0+x*x)) !Lorentzian
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call random_number(r1)
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call random_number(r1)
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phi1=twopi*r1
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phi1=twopi*r1
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z=a*cmplx(cos(phi1),sin(phi1))
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z=a*cmplx(cos(phi1),sin(phi1))
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