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ÓÃFortran µ÷Óÿ⺯Êý DQDAGS Çó»ý·Ö£º DO 55 I=1, N_ZONE A(I) = 0.078D0 + 0.02D0 * (I-1) B(I) = 0.078D0 + 0.02D0 * (I) 55 ENDDO DO 60 N = 1, N_TEXP INTEGR1(N)=0.0D0 INTEGR2(N)=0.0D0 INTEGR3(N)=0.0D0 DO 70 I =1, N_ZONE CALL DQDAGS (F1, A(I), B(I), ERRABS,ERRREL,ANS1(I, N),ERR1(I, N)) CALL DQDAGS (F2, A(I), B(I), ERRABS,ERRREL,ANS2(I, N),ERR2(I, N)) CALL DQDAGS (F3, A(I), B(I), ERRABS, ERRREL,ANS3(I, N),ERR3(I, N)) 70 ENDDO INTEGR1(N)= INTEGR1(N) + ANS1(I, N) INTEGR2(N)= INTEGR2(N) + ANS2(I, N) INTEGR3(N)= INTEGR3(N) + ANS3(I, N) 60 ENDDO C **************************************************************** DOUBLE PRECISION FUNCTION F1(R, SPAREA, N_TEXP, N_ZONE) DOUBLE PRECISION I, N, II, NN DOUBLE PRECISION N_TEXP, N_ZONE DOUBLE PRECISION R !integration variable DOUBLE PRECISION SPAREA(N_ZONE, N_TEXP)!Specfic surface area ..,ap [1/m] C DO 80 N = 1, N_TEXP C DO 81 I = 1, N_ZONE F1(I, N) = SPAREA(I, N) * R C81 ENDDO C80 ENDDO RETURN END FUNCTION C **************************************************************** C **************************************************************** DOUBLE PRECISION FUNCTION F2(R, N_TEXP,N_ZONE, HOLLIQ, THFILM, SPAREA, DIADRO) DOUBLE PRECISION I, N, II, NN DOUBLE PRECISION N_TEXP, N_ZONE DOUBLE PRECISION R !integration variable DOUBLE PRECISION HOLLIQ(N_TEXP) !Liquid holdup [m3/m3] DOUBLE PRECISION THFILM(N_TEXP) !Thickness of liquid film [m] DOUBLE PRECISION DIADRO(N_ZONE, N_TEXP)!Diameter of droplets,d [mm] C DO 90 N = 1, N_TEXP C DO 100 I =1, N_ZONE F2(I, N) = 6.D0 * (HOLLIQ(N)- THFILM(N)) * R / DIADRO(I, N) C100 ENDDO C90 ENDDO RETURN END FUNCTION C **************************************************************** C **************************************************************** DOUBLE PRECISION FUNCTION F3(R) DOUBLE PRECISION R !integration variable F3= R RETURN END FUNCTION C **************************************************************** ÉÏÃæµÄº¯Êý£¬F1, F2ÊǸö2άÊý×飬»ý·Ö±äÁ¿A, BÒ²ÊÇ1άÊý×飬º¯ÊýÈçºÎ²ÅÄÜ·µ»ØÊý×飿³ÌÐòÔËËã³ö´í£¬ÇëÎÊÕâ¸ö¸ÃÔõôÐ޸ģ¿Ð»Ð»£¡ Ïêϸ³ÌÐòÇë¼û ¸½¼þ¡£[ Last edited by lur on 2012-6-4 at 04:56 ] |
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