?? mffta5.f
字號(hào):
SUBROUTINE MFFTA5(C,FAC)** PURPOSE:* ELEMENTARY COOLEY-TUKEY RADIX 2 STEP APPLIED TO A VECTOR-OF* VECTORS-OF-COMPLEX C[IVS,NV [IES,NE]].* SEE REF.[1] FOR NOTATIONS.* THIS ROUTINE CAN BE USED ONLY BY ROUTINE MFFTIV, WHICH CONTROLS* ITS OPERATION THROUGH THE MFFTPA COMMON** DUMMY ARGUMENTS :** C ARRAY BEING FOURIER TRANSFORMED* FAC PHASE FACTORS, PREPARED BY MFFTP; NOT MODIFIED IN OUTPUT* COMMON /MFFTPA/ IMS,IVS,IES,NM,NV,NE,MX,LX,MLIM,MSTEP,LLIM,LSTEP, $ NUSTEP,IVLIM,ILIM,MD2LIM,LD2LIM INTEGER NUSTEP COMPLEX C(0:NUSTEP-1,0:*),T0,F COMPLEX FAC(0:*) IF(2*MX.GE.LX)THEN IF(LX.EQ.1)GOTO 1000 LAMF=MX DO 100 LAM=LSTEP,LD2LIM,LSTEP F=FAC(LAMF) DO 90 MU=LAM,LAM+MLIM,MSTEP DO 80 I=MU,MU+ILIM,IES T0=C(I,1)*F C(I,1)=C(I,0)-T0 C(I,0)=C(I,0)+T080 CONTINUE90 CONTINUE LAMF=LAMF+MX100 CONTINUE LAMF=LAMF-MX DO 101 LAM=LD2LIM+2*LSTEP,LLIM,LSTEP F=-CONJG(FAC(LAMF)) DO 91 MU=LAM,LAM+MLIM,MSTEP DO 81 I=MU,MU+ILIM,IES T0=C(I,1)*F C(I,1)=C(I,0)-T0 C(I,0)=C(I,0)+T081 CONTINUE91 CONTINUE LAMF=LAMF-MX101 CONTINUE DO 93 MU=LD2LIM+LSTEP,LD2LIM+LSTEP+MLIM,MSTEP DO 83 I=MU,MU+ILIM,IES T0=CMPLX(-AIMAG(C(I,1)),REAL(C(I,1))) C(I,1)=C(I,0)-T0 C(I,0)=C(I,0)+T083 CONTINUE93 CONTINUE1000 DO 92 MU=0,MLIM,MSTEP DO 82 I=MU,MU+ILIM,IES T0=C(I,1) C(I,1)=C(I,0)-T0 C(I,0)=C(I,0)+T082 CONTINUE92 CONTINUE ELSE DO 200 MU=0,MLIM,MSTEP LAMF=MX DO 190 LAM=MU+LSTEP,MU+LD2LIM,LSTEP F=FAC(LAMF) DO 180 I=LAM,LAM+ILIM,IES T0=C(I,1)*F C(I,1)=C(I,0)-T0 C(I,0)=C(I,0)+T0180 CONTINUE LAMF=LAMF+MX190 CONTINUE LAMF=LAMF-MX DO 191 LAM=MU+LD2LIM+2*LSTEP,MU+LLIM,LSTEP F=-CONJG(FAC(LAMF)) DO 181 I=LAM,LAM+ILIM,IES T0=C(I,1)*F C(I,1)=C(I,0)-T0 C(I,0)=C(I,0)+T0181 CONTINUE LAMF=LAMF-MX191 CONTINUE DO 182 I=MU,MU+ILIM,IES T0=C(I,1) C(I,1)=C(I,0)-T0 C(I,0)=C(I,0)+T0182 CONTINUE DO 183 I=MU+LD2LIM+LSTEP,MU+LD2LIM+LSTEP+ILIM,IES T0=CMPLX(-AIMAG(C(I,1)),REAL(C(I,1))) C(I,1)=C(I,0)-T0 C(I,0)=C(I,0)+T0183 CONTINUE200 CONTINUE ENDIF END
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