Diffraction at CDF 12th International Conference on Elastic and Diffractive Scattering Forward Physics and QCD – Blois2007 Hamburg, Germany, 21-25 May.

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Diffraction at CDF 12th International Conference on Elastic and Diffractive Scattering Forward Physics and QCD – Blois2007 Hamburg, Germany, May 2007 K. Goulianos The Rockefeller University (for the CDF collaboration)

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos2 Contents  Introduction  Diffractive structure function  Exclusive Production

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos3 p-p Interactions Diffractive: Colorless exchange with vacuum quantum numbers Non-diffractive: Color-exchange Incident hadrons retain their quantum numbers remaining colorless Incident hadrons acquire color and break apart POMERONPOMERON Goal: understand the QCD nature of the diffractive exchange rapidity gap

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos4 Definitions pp MXMX  dN/d  ,t,t p MXMX p p’ rapgap  =-ln 

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos5 Diffraction at CDF   Elastic scatteringTotal cross section SD DDDPESDD=SD+DD  T =Im f el (t=0) OPTICAL THEOREM   GAP

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos6 Rapidity Gaps in Fireworks

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos7 CDF Run-I0 ( ) Elastic, diffractive, and total cross 546 and 1800 GeV Roman Pot Spectrometers Roman Pot Detectors  Scintillation trigger counters  Wire chamber  Double-sided silicon strip detector Roman Pots with Trackers up to |  | = 7 CDF-I

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos8  Regge theory  SD exceeds  T at  Renormalization Pomeron flux integral (re)normalized to unity Total SD x-section KG, PLB 358 (1995) 379 Pomeron flux Factorization 

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos9 A Scaling Law in Diffraction KG&JM, PRD 59 (1999) Factorization breaks down so as to ensure M 2 -scaling! renormalization 1  Independent of S over 6 orders of magnitude in M 2 !

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos10 CDF Run-I Run-ICRun-IA,B Forward Detectors BBC 3.2<  <5.9 FCAL 2.4<  <4.2 beam

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos11  Double Diffraction Dissociation  One central gap  Double Pomeron Exchange  Two forward gaps  SDD: Single+Double Diffraction  One forward gap+ one central gap Central and Multigap Diffraction Rate for second diffractive gap is not suppressed!

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos12 All ratios ~ 1%  ~ uniform suppression ~ FACTORIZATION ! Diffractive Fractions 1.45 (0.25)J/  0.62 (0.25)b 0.75 (0.10)JJ 1.15 (0.55)W Fraction(%) Fraction: SD/ND ratio at 1800 GeV

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos13 Diffractive non /Factorization R(SD/ND) R(DPE/SD) DSF from two/one gap: factorization restored! The diffractive structure function measured on the proton side in events with a leading antiproton is NOT suppressed relative to predictions based on DDIS  =momentum fraction of parton in Pomeron  =x Bj / 

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos14 Run II results  CDF-II detectors  Diffractive structure function  Exclusive Production

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos15 CD-II Detectors ROMAN POT DETECTORS BEAM SHOWER COUNTERS: Used to reject ND events MINIPLUG CALORIMETER

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos16 The CDF

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos17 DIFFRACTIVE STRUCTURE FUNCTION Systematic uncertainties due to energy scale and resolution cancel out in the ratio

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos18 Diffractive Dijet Signal Overlap events: mainly ND dijets plus SD low  RPS trigger - Bulk of data taken with RPS trigger but no RPS tracking - Extract  from calorimeter information - Calibrate calorimetric  using limited sample of RPS tracking data - Subtract overlap background using a rescaled dijet event sample - Verify diffractive  range by comparing  RPS with  CAL

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos19 Alignment of RPS using Data maximize the |t|-slope  determine X and Y offsets

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos20  CAL Calibration overlap events signal region  cal distribution for slice of  RPS  / mean ~ 30%

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos21 Dijet Properties SD boosted opposite to pbar p p jet

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos22 E T distributions 120 GeV

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos23 Diffractive Structure Function: Q 2 dependence E T jet ~ 100 GeV ! Small Q 2 dependence in region 100 < Q 2 < 10,000 GeV 2  Pomeron evolves as the proton!

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos24 Diffractive Structure Function: t- dependence  No diffraction dips  No Q2 dependence in slope from inclusive to Q 2 ~10 4 GeV 2 Fit d  /dt to a double exponential:  Same slope over entire region of 0 < Q 2 < 4,500 GeV 2 across soft and hard diffraction!

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos25 valence quarks antiproton x=x= Hard Diffraction in QCD proton deep sea Derive diffractive from inclusive PDFs and color factors antiproton valence quarks p p

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos26 EXCLUSIVE PRODUCTION H Measure exclusive jj &     Calibrate predictions for H production LHC Bialas, Landshoff, Phys.Lett. B 256,540 (1991) Khoze, Martin, Ryskin, Eur. Phys. J. C23, 311 (2002); C25,391 (2002);C26,229 (2002) C. Royon, hep-ph/ B. Cox, A. Pilkington, PRD 72, (2005) OTHER………………………… Search for exclusive dijets: Measure dijet mass fraction Look for signal as R jj  1 Search for exclusive  3 candidate events found 1 (+2/-1) predicted from ExHuME MC  estimated ~1 bgd event from  0  0,   KMR:  H (LHC) ~ 3 fb S/B ~ 1 if  M ~ 1 GeV Discovery channel

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos27 Exclusive e + e - Production PRL 98, (2007) First observation in hadron colliders

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos28 Exclusive Dijet Signal b-tagged dijet fraction Dijet fraction – all jets Exclusive b-jets are suppressed by J Z = 0 selection rule Excess over MC predictions at large dijet mass fraction DIJETSDIJETS

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos29 R JJ (excl): Data vs MC Shape of excess of events at high R jj is well described by both models ExHuME (KMR): gg  gg process  uses LO pQCD Exclusive DPE (DPEMC)  non-pQCD based on Regge theory

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos30 jj excl : Exclusive Dijet Signal COMPARISON Inclusive data vs b/c-jet data vs inclusive

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos31 JJ excl : x-section vs E T (min) Comparison with hadron level predictions ExHuME (red) Exclusive DPE in DPEMC (blue)

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos32 JJ excl : cross section predictions ExHuME Hadron-Level Differential Exclusive Dijet Cross Section vs Dijet Mass (dotted/red): Default ExHuME prediction (points): Derived from CDF Run II Preliminary excl. dijet cross sections Statistical and systematic errors are propagated from measured cross section uncertainties using ExHuME M jj distribution shapes.

Blois Workshop 2007 DESY, Hamburg, Germany May Diffraction at CDF K. Goulianos33 Summary CDF - what we have learnt  M 2 – scaling  d  /M 2 not a function of s  multigap diffraction  restoration of factorization!  flavor independence of diffractive fractions  small Q2 dependence of SD/ND x BJ -distributions  t-distributions independent of Q2  exclusive dijet cross sections favor the perturbative QCD over the DPE approach LHC - what to do  Elastic and total cross sections &  -value  High mass (  4 TeV) and multi-gap diffraction  Exclusive production (FP420 project) For a QCD perspective, see Tuesday’s talk on: “Pomerom Intercept and Slope: the QCD connection”