* * $Id: hwbsul.F,v 1.1.1.1 1996/03/08 17:02:10 mclareni Exp $ * * $Log: hwbsul.F,v $ * Revision 1.1.1.1 1996/03/08 17:02:10 mclareni * Herwig58 * * *CMZ : 29/08/94 11.51.46 by Unknown *-- Author : CDECK ID>, HWBSUL. *CMZ :- -13/07/92 20.15.54 by Mike Seymour *-- Author : Mike Seymour C----------------------------------------------------------------------- FUNCTION HWBSUL(Z) C LOGARITHMIC PART OF INTEGRAND IN EXPONENT OF SUDAKOV FORM FACTOR. C THE SECOND ORDER ALPHAS CASE COMES FROM CONVERTING INTEGRAL OVER C Q^2 INTO ONE OVER ALPHAS, WITH FLAVOUR THRESHOLDS. C----------------------------------------------------------------------- #include "herwig58/herwig58.inc" DOUBLE PRECISION HWBSUL,Z,QRAT,QLAM,U,AL,BL,QNOW,QMIN, & BET(6),BEP(6),MUMI(6),MUMA(6),ALMI(6),ALMA(6),FINT(6),ALFINT, & MUMIN,MUMAX,ALMIN,ALMAX,HWUALF INTEGER NF LOGICAL FIRST COMMON/HWSINT/QRAT,QLAM SAVE FIRST,BET,BEP,MUMI,MUMA ALFINT(AL,BL)=1/BET(NF)* & LOG(BL/(AL*(1+BEP(NF)*BL))*(1+BEP(NF)*AL)) DATA FIRST/.TRUE./ HWBSUL=0 U=1.-Z IF (SUDORD.EQ.1) THEN AL=LOG(QRAT*Z) BL=LOG(QLAM*U*Z) HWBSUL=LOG(1.-AL/BL) ELSE IF (FIRST) THEN DO 10 NF=3,6 BET(NF)=(11*CAFAC-2*NF)/(12*PIFAC) BEP(NF)=(17*CAFAC**2-(5*CAFAC+3*CFFAC)*NF)/(24*PIFAC**2) & /BET(NF) IF (NF.EQ.3) THEN MUMI(3)=0 ALMI(3)=1D30 ELSE MUMI(NF)=RMASS(NF) ALMI(NF)=HWUALF(1,MUMI(NF)) ENDIF IF (NF.EQ.6) THEN MUMA(NF)=1D30 ALMA(NF)=0 ELSE MUMA(NF)=RMASS(NF+1) ALMA(NF)=HWUALF(1,MUMA(NF)) ENDIF IF (NF.NE.3.AND.NF.NE.6) FINT(NF)=ALFINT(ALMI(NF),ALMA(NF)) 10 CONTINUE FIRST=.FALSE. ENDIF QNOW=QLAM*QCDL3 QMIN=QNOW/QRAT MUMIN= U*QMIN MUMAX=Z*U*QNOW IF (MUMAX.LE.MUMIN) RETURN ALMIN=HWUALF(1,MUMIN) ALMAX=HWUALF(1,MUMAX) NF=3 20 IF (MUMIN.GT.MUMA(NF)) THEN NF=NF+1 GOTO 20 ENDIF IF (MUMAX.LT.MUMA(NF)) THEN HWBSUL=ALFINT(ALMIN,ALMAX) ELSE HWBSUL=ALFINT(ALMIN,ALMA(NF)) NF=NF+1 30 IF (MUMAX.GT.MUMA(NF)) THEN HWBSUL=HWBSUL+FINT(NF) NF=NF+1 GOTO 30 ENDIF HWBSUL=HWBSUL+ALFINT(ALMI(NF),ALMAX) ENDIF HWBSUL=HWBSUL*BET(5) ENDIF END