Factorization Breaking in Diffractive Photoproduction of Dijets Motivation Diffractive parton densities Multipomeron exchanges Direct and resolved photoproduction.

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Presentation transcript:

Factorization Breaking in Diffractive Photoproduction of Dijets Motivation Diffractive parton densities Multipomeron exchanges Direct and resolved photoproduction Conclusions Gustav Kramer University of Hamburg 15 april 2004

G. Kramer – Univ. Hamburg2 Motivation Hard diffraction:  Does factorization hold? Deep inelastic scattering: Yes.  Direct photoproduction Hadroproduction: No.  Resolved photoproduction CDF Coll., PRL 84 (2000) Diffractive hadroproduction of dijets: Why next-to-leading order?  tot =  dir (x ,M  ) +  res (x ,M  ) At  LO  x  =  1,  but  at  NLO  x    1 log(M  )-dependence cancels

15 april 2004G. Kramer – Univ. Hamburg3 Kinematics Inclusive deep inelastic scattering: Diffractive deep inelastic scattering: Diffractive processes at HERA: Experimental cuts: H1 Coll., ICHEP 02 and EPS 03.

15 april 2004G. Kramer – Univ. Hamburg4 Diffractive Parton Distributions 1. Hard QCD factorization:Double factorization: Ingelman, Schlein, PLB 152 (1985) Regge factorization: Pomeron flux factor (integrated over t): Pomeron trajectory:

15 april 2004G. Kramer – Univ. Hamburg5 Proof of Hard QCD Factorization Light-cone coordinates: q  = (q +, q -, q T ) Diffractive deep inelastic scattering: J.C. Collins, PRD 57 (1998) Leading regions: H:q   O(Q) J:l   (0,Q/  2,0 T ) A:|k  |  « O(Q) Soft gluon attachments: Poles in k + -plane: Final state: Upper half-plane Initial state: Lower half-plane

15 april 2004G. Kramer – Univ. Hamburg6 Multi-Pomeron Exchanges Direct photoproduction:  Modification of the Regge trajectory Resolved photoproduction:  Factorization breaking

15 april 2004G. Kramer – Univ. Hamburg7 Diffractive Photoproduction of Dijets Cross section: Photon flux: Weizsäcker-Williams approximation

15 april 2004G. Kramer – Univ. Hamburg8 Factorizable Multi-Pomeron Exchanges y-dependence: Photon fluxx IP -dependence: Pomeron flux  Small correlations due to exp. cuts  Subleading Reggeon contribution

15 april 2004G. Kramer – Univ. Hamburg9 Two-Channel Eikonal Model Hadronic collisions:Photoproduction: Survival probability: Opacity / optical density: K i = 1   Generalized vector meson dominance: J PC = 1 --  , , … Fitted parameters (W = 200 GeV): Total cross section:  tot (  p)=34 mb Pomeron slope: B = 11.3 GeV -2 Transition probability:  = 0.6  ZEUS Coll., EPJ C2 (1998) 247  H1 Coll., EPJ C13 (2000) 371 Survival probability: R  |S| 2  0.34 Kaidalov et al., PLB 567 (2003) 61.Kaidalov et al., EPJ C21 (2001) 521.

15 april 2004G. Kramer – Univ. Hamburg10 Non-Factorizable Multi-Pomeron Exchanges  In LO, R = 1 agrees better with data!  Smaller uncertainties in 1/  d  /dz x  -dependence: Direct/resolved photonsz IP -dependence:

15 april 2004G. Kramer – Univ. Hamburg11 Diffractive / Inclusive Production R = f g/IP  f IP/p / f g/p with M 12 = x  z IP x IP W:R =  diffr. /  incl. with full kinematics: A. Kaidalov et al., PLB 567 (2003) 61.MK, G. Kramer, hep-ph/ CTEQ5M1 CTEQ6L

15 april 2004G. Kramer – Univ. Hamburg12 Factorization Scale Dependence Inclusive photoproduction:Diffractive photoproduction: MK, Rev. Mod. Phys. 74 (2002) 1221.MK, G. Kramer, hep-ph/ CTEQ5M1 CTEQ6L

15 april 2004G. Kramer – Univ. Hamburg13 Conclusions Hard diffraction: Factorizable or not? Deep inelastic scattering: Yes.  Diffractive parton densities Hadronic scattering: No.  Multipomeron exchanges Related process: Leading neutron with  -exchange (NB: f q/ , not f g/IP !) Two-channel eikonal model: Generalized vector meson dominance: , … Rapidity gap survival probability: R = 0.34 Diffractive photoproduction of dijets at NLO: Direct / resolved photoproduction: x  and M  dependence (Non-) factorizable multipomeron exchanges