89 lines
		
	
	
		
			2.3 KiB
		
	
	
	
		
			Fortran
		
	
	
	
	
	
		
		
			
		
	
	
			89 lines
		
	
	
		
			2.3 KiB
		
	
	
	
		
			Fortran
		
	
	
	
	
	
|  | subroutine symspec2(c5,nz3,nsps8,nspsd,fsample,freq,drift,snrdb,schk,    &
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|  |      i1SoftSymbolsScrambled)
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|  | 
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|  | ! Compute soft symbols from the final downsampled data
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|  | 
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|  |   complex c5(0:4096-1)
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|  |   complex z
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|  |   integer*1 i1SoftSymbolsScrambled(207)
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|  |   real aa(3)
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|  |   real ss2(0:8,85)
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|  |   real ss3(0:7,69)
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|  |   include 'jt9sync.f90'
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|  |   data scale/10.0/
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|  | 
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|  |   aa(1)=-1500.0/nsps8
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|  |   aa(2)=0.
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|  |   aa(3)=0.
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|  |   do i=0,8                                         !Loop over the 9 tones
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|  |      if(i.ge.1) call twkfreq(c5,c5,nz3,fsample,aa)
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|  |      m=0
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|  |      k=-1
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|  |      do j=1,85                                     !Loop over all symbols
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|  |         z=0.
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|  |         do n=1,nspsd                               !Sum over 16 samples
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|  |            k=k+1
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|  |            z=z+c5(k)
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|  |         enddo
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|  |         ss2(i,j)=real(z)**2 + aimag(z)**2        !Symbol speactra, data and sync
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|  |         if(i.ge.1 .and. isync(j).eq.0) then
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|  |            m=m+1
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|  |            ss3(i-1,m)=ss2(i,j)                   !Symbol speactra, data only
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|  |         endif
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|  |      enddo
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|  |   enddo
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|  | 
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|  |   call chkss2(ss2,freq,drift,schk)
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|  | 
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|  |   ss=0.
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|  |   sig=0.
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|  |   do j=1,69
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|  |      smax=0.
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|  |      do i=0,7
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|  |         smax=max(smax,ss3(i,j))
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|  |         ss=ss+ss3(i,j)
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|  |      enddo
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|  |      sig=sig+smax
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|  |      ss=ss-smax
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|  |   enddo
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|  |   ave=ss/(69*7)                           !Baseline
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|  |   call pctile(ss2,9*85,35,xmed)
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|  |   ss3=ss3/ave
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|  |   sig=sig/69.                             !Signal
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|  |   t=max(1.0,sig - 1.0)
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|  |   snrdb=db(t) - 61.3
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|  |      
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|  |   m0=3
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|  |   k=0
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|  |   do j=1,69
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|  |         smax=0.
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|  |         do i=0,7
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|  |            if(ss3(i,j).gt.smax) smax=ss3(i,j)
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|  |         enddo
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|  | 
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|  |      do m=m0-1,0,-1                   !Get bit-wise soft symbols
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|  |         if(m.eq.2) then
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|  |            r1=max(ss3(4,j),ss3(5,j),ss3(6,j),ss3(7,j))
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|  |            r0=max(ss3(0,j),ss3(1,j),ss3(2,j),ss3(3,j))
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|  |         else if(m.eq.1) then
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|  |            r1=max(ss3(2,j),ss3(3,j),ss3(4,j),ss3(5,j))
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|  |            r0=max(ss3(0,j),ss3(1,j),ss3(6,j),ss3(7,j))
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|  |         else
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|  |            r1=max(ss3(1,j),ss3(2,j),ss3(4,j),ss3(7,j))
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|  |            r0=max(ss3(0,j),ss3(3,j),ss3(5,j),ss3(6,j))
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|  |         endif
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|  | 
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|  |         k=k+1
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|  |         i4=nint(scale*(r1-r0))
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|  |         if(i4.lt.-127) i4=-127
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|  |         if(i4.gt.127) i4=127
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|  | !        i4=i4+128
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|  | !        if(i4.le.127) i1SoftSymbolsScrambled(k)=i4
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|  | !        if(i4.ge.128) i1SoftSymbolsScrambled(k)=i4-256
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|  |         i1SoftSymbolsScrambled(k)=i4
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|  |      enddo
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|  |   enddo
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|  | 
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|  |   return
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|  | end subroutine symspec2
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