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pygbeh.F
Go to the documentation of this file.
Or view
the newest version in sPHENIX GitHub for file pygbeh.F
1
SUBROUTINE
pygbeh
(KF,X,Q2,P2,PM2,XPBH)
2
C...Purpose: to evaluate the Bethe-Heitler cross section for
3
C...heavy flavour production.
4
DATA
aem2pi/0.0011614/
5
6
C...Reset output.
7
xpbh=0.
8
sigbh=0.
9
10
C...Check kinematics limits.
11
IF
(
x
.GE.q2/(4.*pm2+q2+p2))
RETURN
12
w2=q2*(1.-
x
)/
x
-p2
13
beta2=1.-4.*pm2/w2
14
IF
(beta2.LT.1e-10)
RETURN
15
rmq=4.*pm2/q2
16
17
C...Simple case: P2 = 0.
18
IF
(p2.LT.1e-4)
THEN
19
beta=sqrt(beta2)
20
IF
(beta.LT.0.99)
THEN
21
xbl=
log
((1.+beta)/(1.-beta))
22
ELSE
23
xbl=
log
((1.+beta)**2*w2/(4.*pm2))
24
ENDIF
25
sigbh=beta*(8.*
x
*(1.-
x
)-1.-rmq*
x
*(1.-
x
))+
26
& xbl*(
x
**2+(1.-
x
)**2+rmq*
x
*(1.-3.*
x
)-0.5*rmq**2*
x
**2)
27
28
C...Complicated case: P2 > 0, based on approximation of
29
C...C.T. Hill and G.G. Ross, Nucl. Phys. B148 (1979) 373
30
ELSE
31
rpq=1.-4.*
x
**2*p2/q2
32
IF
(rpq.GT.1e-10)
THEN
33
rpbe=sqrt(rpq*beta2)
34
IF
(rpbe.LT.0.99)
THEN
35
xbl=
log
((1.+rpbe)/(1.-rpbe))
36
xbi=2.*rpbe/(1.-rpbe**2)
37
ELSE
38
rpbesn=4.*pm2/w2+(4.*
x
**2*p2/q2)*beta2
39
xbl=
log
((1.+rpbe)**2/rpbesn)
40
xbi=2.*rpbe/rpbesn
41
ENDIF
42
sigbh=beta*(6.*
x
*(1.-
x
)-1.)+
43
& xbl*(
x
**2+(1.-
x
)**2+rmq*
x
*(1.-3.*
x
)-0.5*rmq**2*
x
**2)+
44
& xbi*(2.*
x
/q2)*(pm2*
x
*(2.-rmq)-p2*
x
)
45
ENDIF
46
ENDIF
47
48
C...Multiply by charge-squared etc. to get parton distribution.
49
chsq=1./9.
50
IF
(iabs(kf).EQ.2.OR.iabs(kf).EQ.4) chsq=4./9.
51
xpbh=3.*chsq*aem2pi*
x
*sigbh
52
53
RETURN
54
END
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pygbeh.F
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. updated:
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