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Fortran与MATLAB语言
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在做波浪与结构物作用时，想要求解波浪反射系数，现有Fortran程序如下，由于该程序计算结果并不准确，现在想找出原因！但由于本人只懂得MATLAB语言，所以能否请大神指导下这个FORTRAN入反射分离求解程序，能否重新编译成MATLAB，或者给该FORTRAN程序语句做些注释也是极好的！ CC SEPARATION OF INCIDENT AND REFLECTED SPECTRA IN WAVE FLUMES C---------------------------------------------------------------- C IRREGULAR WAVE REFLECTION ANALYSIS PROGRAMED BY lIU SHUXUE C NS=2 No. OF WAVE GAUGES C NTOTAL No. OF WAVE DATA C DT TIME INTERVAL C DEPTH WATER DEPTH AT THE WAVE GAUGES C DL SPACING BETWEEN THE TWO GAUGES C THE DATA OF THE 1ST GAUGE C---------------------------------------------------------------- DIMENSION TSER(2,65536),E1(65536),E2(65536),EI1(65536),EI2(65536) DIMENSION WHI(32768),WHR(32768),AKRZ(32768),FE(32768) DIMENSION SPEI(65536),SPER(65536) CHARACTER*25 NAME WRITE(*,*)' ' WRITE(*,*)' SEPARATION OF INCIDENT AND REFLECTED SPECTRA' WRITE(*,*)' USING TWO POINT METHOD PROGRAMDE BY ' WRITE(*,*)' LIU SHUXUE, DUT ' WRITE(*,*)' ' WRITE(*,1000) READ(*,*) NTOTAL WRITE(*,*)' ' WRITE(*,1100) ! 输入时间间隔 READ(*,*) DT WRITE(*,*)' ' WRITE(*,1200) ! 输入水深 READ(*,*) DEPTH WRITE(*,*)' ' WRITE(*,1300) ! 输入数据文件名 READ(*,'(A)') NAME WRITE(*,*)' ' WRITE(*,*)' ' write(*,1400) ! 输入测点间距，相对于建筑物，外侧测点对应1，内侧对应2 READ(*,*)DL OPEN(1,FILE=NAME,STATUS='OLD') DO J=1,NTOTAL READ(1,*)TSER(1,J),TSER(2,J) END DO CLOSE(1) 1000 FORMAT(1X, "LENGTH OF TIME SERIES IS:N=" & / 1X,"-->>"  1100 FORMAT(1X, " TIME INTERVAL IS  T="& /1X, "-->>" 1200 FORMAT(1X, "THE DEPTH OF WATRE IS EPTH"& / "-->>" 1300 FORMAT(1X, "TIME SERIES DATA FILE NAME IS" & / 1X,"-->>" 1400 FORMAT(1X, "THE SPACE OF TWO POINTS: DL" & / "-->>" DO I=1,NTOTAL E1(I)=0.0 E2(I)=0.0 EI1(I)=0.0 EI2(I)=0.0 END DO DO I=1,NTOTAL E1(I)=TSER(1,I) E2(I)=TSER(2,I) END DO NTS=NTOTAL INV=1 CALL FFT(INV,NTS,E1,EI1) CALL FFT(INV,NTS,E2,EI2) DEL_F=1/DT/FLOAT(NTS) ALM1=DL/0.05 AK1=2.*3.14159/ALM1 ALM2=DL/0.45 AK2=2.*3.14159/ALM2 FLMAX=SQRT(AK2*9.8*TANH(AK2*DEPTH))/2./3.14159 FLMIN=SQRT(AK1*9.8*TANH(AK1*DEPTH))/2./3.14159 DO I=1,NTS/2 FE(I)=FLOAT(I-1)*DEL_F IF(FE(I).GT.FLMIN.AND.FE(I).LT.FLMAX)THEN A1=2.0*E1(I) B1=2.0*EI1(I) A2=2.0*E2(I) B2=2.0*EI2(I) CALL REFLECTION(FE(I),DEPTH,DL,A1,A2,B1,B2,AI,AR,AKR) WHI(I)=AI WHR(I)=AR AKRZ(I)=AKR ELSE WHI(I)=0.0 WHR(I)=0.0 AKRZ(I)=0.0 END IF END DO AIS=0.0 ARS=0.0 DO I=1,NTS/2 AIS=AIS+WHI(I)**2 ARS=ARS+WHR(I)**2 END DO ARS=SQRT(ARS) AIS=SQRT(AIS) AKS=ARS/AIS C WRITE(*,*)' THE ALALYZED REFLECTION COEFFICIENT: KR= ',AKS WRITE(*,*)' ' WRITE(*,'(A\)')' ENTER INCIDENT AND REFLECTED SPECTRA NAME:' READ(*,'(A)')NAME OPEN(1,FILE=NAME,STATUS='UNKNOWN') WRITE(*,'(A\)')' SMOOTHING THE SPECTRA ?: (1=Y, 0=N): ' READ(*,*)ISMO IFZ=0 DO I=1,NTS/2 IF(FE(I).GT.FLMAX*2)GOTO 321 IFZ=IFZ+1 SPEI(I)=WHI(I)**2/DEL_F/2. SPER(I)=WHR(I)**2/DEL_F/2. 321 END DO IF(ISMO.EQ.1)THEN WRITE(*,*)' ' WRITE(*,'(A\)')' ENTER THE SMOOTHING POINT NPT= ' READ(*,*)NPT WRITE(*,*)' ' WRITE(*,'(A\)')' THE NO. OF SMOOTHING NPASS= ' READ(*,*)NPASS CALL SMOOTH(NPT,NPASS,IFZ,SPEI) CALL SMOOTH(NPT,NPASS,IFZ,SPER) END IF DO I=1,IFZ WRITE(1,101)FE(I),SPEI(I),SPER(I) END DO CLOSE(1) 101 FORMAT(1X,3F12.8) PAUSE STOP END C SUBROUTINE REFLECTION(F,D,DL,A1,A2,B1,B2,AI,AR,AKR) W=2.*3.14159*F AK=WN(W,D) AI=SQRT((A2-A1*COS(AK*DL)-B1*SIN(AK*DL))**2 &+(B2+A1*SIN(AK*DL)-B1*COS(AK*DL))**2)/(2.*ABS(SIN(AK*DL))) AR=SQRT((A2-A1*COS(AK*DL)+B1*SIN(AK*DL))**2 &+(B2-A1*SIN(AK*DL)-B1*COS(AK*DL))**2)/(2.*ABS(SIN(AK*DL))) AKR=AR/AI RETURN END C--------------------------------------------------- C THIS FUNCTION IS USED TO CALCULATE THE WAVE_NUMBER C--------------------------------------------------- FUNCTION WN(W,D) A=0.0 B=25.0 EP=1.0E-5 11 Y=FF(W,B,D) IF(Y.LT.0.0)GOTO 22 B=2.0*B GOTO 11 22 C=A H=W*W/9.8/10.0 5 Y0=FF(W,C,D) 10 C=C+H IF(C.GT.B)THEN WRITE(*,*)' B IS TOO SMALL ' STOP END IF Y1=FF(W,C,D) IF(Y1*Y0.LT.0.0.OR.Y1.EQ.0.0)GOTO 15 Y0=Y1 GOTO 10 15 A1=C-H B1=C Y0=FF(W,A1,D) 30 X=0.5*(A1+B1) Y=FF(W,X,D) IF(Y*Y0.GT.0.0)A1=X IF(Y*Y0.LE.0.0)B1=X DY=B1-A1 if(dy.gt.ep)goto 30 WN=X RETURN END FUNCTION FF(W,AK,D) FF=W*W-AK*9.8*TANH(AK*D) END C C**************************************************************** C-------------------------------------------------------------------- C INV=0: FOURIER TRANSFORM: OUTPUT=(XC,XS)*EXP(-iwt) C =[XC*COS(wt)+XS*SIN(wt)]+i[-XC*SIN(wt)+XS*COS(wt)] C C =1: INVRESE FOURIER TRANSFORM; OUTPUT MULTIFIED BY N C =(XC,XS)*EXP(iwt) C =[XC*COS(wt)-XS*SIN(wt)]+i[XC*SIN(wt)+XS*COS(wt)] C-------------------------------------------------------------------- SUBROUTINE FFT(INV,N,XC,XS) DIMENSION XC(65536),XS(65536) REAL UC,US,WC,WS,TC,TS M=ALOG(FLOAT(N))/ALOG(2.0)+0.1 NV2=N/2 NM1=N-1 J=1 DO 40 I=1,NM1 IF(I.GE.J) GOTO 10 TC=XC(J) TS=XS(J) XC(J)=XC(I) XS(J)=XS(I) XC(I)=TC XS(I)=TS 10 K=NV2 20 IF(K.GE.J) GOTO 30 J=J-K K=K/2 GOTO 20 30 J=J+K 40 CONTINUE PI=4.0*ATAN(1.0) DO 70 L=1,M LE=2**L LE1=LE/2 UC=1.0 US=0.0 WC=COS(PI/FLOAT(LE1)) WS=-SIN(PI/FLOAT(LE1)) IF(INV.NE.0)WS=-WS DO 60 J=1,LE1 DO 50 I=J,N,LE IP=I+LE1 TC=XC(IP)*UC-XS(IP)*US TS=XS(IP)*UC+XC(IP)*US XC(IP)=XC(I)-TC XS(IP)=XS(I)-TS XC(I)=XC(I)+TC XS(I)=XS(I)+TS 50 CONTINUE UC1=UC*WC-US*WS US=US*WC+UC*WS UC=UC1 60 CONTINUE 70 CONTINUE C TYPE*,' N=',N IF(INV.EQ.0) RETURN DO 80 I=1,N XC(I)=XC(I)/FLOAT(N) XS(I)=XS(I)/FLOAT(N) 80 CONTINUE RETURN END C**************************************************************** SUBROUTINE SMOOTH(NPT,NPASS,ITOTAL,RESULT) C C This subroutine takes 2 arrays describing 2 address windows C describing a 65536 word array in common block /REGR/ C and smooths ITOTAL points with a NPT point and NPASS C pass moving average smoothing, keeping the average in C array SMOTH. C DIMENSION SMOTH(101),REF(49) DOUBLE PRECISION SUMTMP,SUMR DIMENSION RESULT(1) C C Loop over the number of passes C DO 1000 IPASS=1,NPASS C C Fill SMOTH array for 1st time get initial sum C SUMTMP=0. DO 11 J=1,NPT SMOTH(J)=RESULT(J) SUMTMP=SUMTMP+DBLE(RESULT(J)) 11 CONTINUE C C Smooth 1st NPT/2 points C C Treat spectrum as a reflection about 0 C C Calculate initial sum C SUMR=0. !initialize sum DO 5 I=1,NPT/2-1 REF(I)=RESULT(I) !fill in array of reflected values SUMR=SUMR+2*DBLE(REF(I)) !add reflected values to sum 5 CONTINUE !end of loop SUMR=SUMR+DBLE(RESULT(NPT/2))+DBLE(RESULT(NPT/2+1)) !add last 2 pts. C C Fill in 1st NPT/2 values C DO 10 I=1,NPT/2 RESULT(I)=SNGL(SUMR/FLOAT(NPT)) !fill in averaged value IF (I .NE. NPT/2) THEN SUMR=SUMR-DBLE(REF(NPT/2-I)) !decrement sum SUMR=SUMR+DBLE(RESULT(NPT/2+1+I)) !add to sum END IF 10 CONTINUE !end of loop C C Fill in smoothed value for NPT/2+1 C RESULT(NPT/2+1)=SNGL(SUMTMP)/NPT C C Initialize pointers: C PTR1-pointer for SMOTH array C PTR2-pointer used to read from RESULT array C PTR3-pointer used to read/write to RESULT array C JCOUNT=0 C ICOUNT=0 PTR1=1 PTR2=NPT+1 PTR3=NPT/2+1 C C Top of main smoothing loop C 12 CONTINUE C C Put new avg in PTR3+1 from PTR3*NPT - PTR1 + PTR2 C change value in PTR1 C SUMTMP=SUMTMP+DBLE(RESULT(PTR2)-SMOTH(PTR1)) RESULT(PTR3+1)=SNGL(SUMTMP)/NPT SMOTH(PTR1)=RESULT(PTR2) C C Increment pointers C PTR1=PTR1+1 PTR2=PTR2+1 PTR3=PTR3+1 JCOUNT=JCOUNT+1 C C Test pointers for reaching boundaries C IF (JCOUNT .GT. ITOTAL) GOTO 1000 IF (PTR1 .GT. NPT) PTR1=1 IF (PTR2 .GT. ITOTAL) PTR2=1 IF (PTR3 .GT. ITOTAL)GOTO 1000 C IF (PTR3 .GT. ITOTAL) THEN C IF (ITOTAL-JCOUNT .LE. 65536) GOTO 16 C16 PTR3=1 C ELSE C IF (PTR3 .EQ. 8193) THEN C ICOUNT=ICOUNT+2 C IF (ITOTAL-JCOUNT .LT. 65536) GOTO 17 C17 CONTINUE C END IF C END IF GOTO 12 C C Exit main smoothing loop C 1000 CONTINUE RETURN END |
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3楼2015-08-28 00:01:50
yuson
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