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Diffraction: from HERA

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DIFFRACTION AT THE LHC. RIO DE JANEIRO, BRAZIL, 31 March 2 April 2004 ... From Poisson statistics: h. MX. gap. f. h. f. Brazil 31 Mar 2 Apr 2004 ... – PowerPoint PPT presentation

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Title: Diffraction: from HERA


1
Diffraction from HERA Tevatron to LHC
DIFFRACTION AT THE LHC RIO DE JANEIRO, BRAZIL,
31 March 2 April 2004
K. Goulianos, The Rockefeller University
2
Diffractive signatures
  • Leading hadron(s)
  • Rapidity gap(s)

3
Leading hadrons
Diffraction dissociation
KG, Phys. Rep. 101 (1983) 171
4
Rapidity gaps
  • Minimum bias
  • Diffraction dissociation

From Poisson statistics
Gaps exponentially suppressed
5
QCD aspects of diffraction
  • Quark/gluon exchange across a rapidity gap

  • POMERON
  • No particles radiated in the gap
  • the exchange is
    COLOR-SINGLET with vacuum quantum numbers
  • Rapidity gap formation

  • NON-PERTURBATIVE
  • Diffraction probes the large distance aspects
    of QCD
  • POMERON
    CONFINEMENT
  • PARTONIC STRUCTURE
  • FACTORIZATION PROPERTIES

6
History of Diffraction
40 years of diffraction
  • 1960 Good and Walker
  • 1960s BNL first observation
  • 1970s Fermilab fixed target, ISR, SPS
  • 1983 KG, Phys. Rep. 101, 169 (1983)
  • 1992 UA8 diffractive dijets a hard diff
  • 1993-2003 Golden decade HERA, Tevatron, RHIC

7
Soft and Hard Diffraction
  • SOFT DIFFRACTION
  • HARD DIFFRACTION

xDPL/PL xfractional momentum loss of
scattered (anti)proton
Additional variables (x, Q2)
Variables (x, t) or (Dh, t)
8
Breakdown of QCD factorization
HERA
TEVATRON
p
x,t
IP
g
H1
e
CDF
gap
gap
dN/dh
dN/dh
h
h
???
9
Diffractive vs inclusive structure fns
FDJJ(x,Q2) /F(x,Q2)
F2D(x,Q2) /F2(x,Q2)
no Q2 dependence flat at HERA 1/x0.5 at
Tevatron
10
CDF Run I results
11
Soft Diffraction
  • Unitarity problem
  • With factorization
  • and std pomeron flux
  • sSD exceeds sT at
  • Renormalization
  • normalize the pomeron
  • flux to unity

10
KG, PLB 358 (1995) 379
12
A Scaling Law in Diffraction
KGJM, PRD 59 (1999) 114017
Factorization breaks down in favor of M2-scaling
renormalization
1
13
Central and Double Gaps
  • Double Diffraction Dissociation
  • One central gap
  • Double Pomeron Exchange
  • Two forward gaps
  • SDD SingleDouble Diffraction
  • Forward central gaps

14
Elastic total s
15
Generalized renormalization (KG,
hep-ph/0205141)
t
2 independent variables
Gap probability
Renormalization removes the s-dependence
SCALING
16
The factors k and e
Experimentally
KGJM, PRD 59 (114017) 1999
Color factor
Intercept
wggluon fraction wqquark fraction
17
Two-Gap Diffraction (KG, hep-ph/0205141)
5 independent variables
color factor
Gap probability
Sub-energy cross section (for regions with
particles)
Same suppression as for single gap!
18
Central Double-Gap Results
Differential shapes agree with Regge predictions
DD
SDD
DPE
  • One-gap cross sections are suppressed
  • Two-gap/one-gap ratios are

19
Soft Double Pomeron Exchange
  • Roman Pot triggered events
  • 0.035 lt x-pbar lt 0.095
  • t-pbar lt 1 GeV 2
  • x-proton measured using
  • Data compared to MC based
  • on Pomeron exchange with ?
    Pomeron intercept e0.1
  • Good agreement over 4 orders of magnitude!

20
Soft gap survival probability
21
Hard Diffraction QCD
Diffractive structure function
  • The diffractive structure function measured using
    SD dijets at the Tevatron is suppressed by about
    an order of magnitude relative to predictions
    based on diffractive DIS at HERA
  • The discrepancy is generally attributed to
    additional color exchanges which spoil the
    diffractive rapidity gap.

HERA
Factorization Breakdown
Tevatron
22
Double-Gap Hard Diffraction _at_TEV vs HERA
23
Diffractive structure functionfrom inclusive
pdfs (KG)
eg0.20
Power-law region xmax 0.1 xmax 0.1 b lt 0.05x
eq0. 04
eR-0.5
24
Pomeron Intercept from H1
1l
25
Pomeron intercept from ZEUS
26
Gap between jets
27
Exclusive Dijets in DPE
Interest in diffractive Higgs production
Calibrate on exclusive dijets
Dijet mass fraction
no peak!
Upper limit for excl DPE-jj consistent with theory
28
Exclusive cc Production in DPE
Cross section upper limit comparable to KMR
prediction
29
Summary
SOFT DIFFRACTION
  • M2 scaling
  • Non-suppressed double-gap to single-gap ratios
  • Flavor-independence SD/ND ratio
  • Get diffractive from non-diffractive pdfs

HARD DIFFRACTION
Universality of gap prob. across soft and hard
diffraction
30
HERA Tevatron-gtLHC
!
Diffraction
Soft Hard
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