Generalized Parton Distributions and Deep Virtual Compton Scattering

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Presentation transcript:

Generalized Parton Distributions and Deep Virtual Compton Scattering PHOTON 2017, CERN, 24/05/2017 Generalized Parton Distributions and Deep Virtual Compton Scattering Michel Guidal (IPN Orsay)

y x z ep a eX (DIS) (Parton Distribution Functions: PDF)

ep a eX (DIS) ep a ep (elastic) y z (Parton Distribution x Functions: PDF) y x z ep a ep (elastic) (Form Factors: FFs)

ep a eX (DIS) ep a ep (elastic) ep a epg (DVCS) y z (Parton Distribution Functions: PDF) y x z ep a ep (elastic) (Form Factors: FFs) x z ep a epg (DVCS)

ep a eX (DIS) ep a ep (elastic) ep a epg (DVCS) ep a epX (SIDIS) y z (Parton Distribution Functions: PDF) y x z ep a ep (elastic) (Form Factors: FFs) x z ep a epg (DVCS) (Generalized Parton Distributions: GPDs) ep a epX (SIDIS) z (Transverse Momentum Dependent PDFs: TMDs) x

In the light-cone frame: x+x : relative longitudinal momentum of initial quark x-x : relative longitudinal momentum of final quark t=D2 : total squared momentum transfer to the nucleon (transverse component: ) (also Q2-dependence but LO and LT framework in the following)

GPDs or the tomography of the nucleon x b (GeV-1) Hu(x,b ) y x z Ji’s sum rule 2Jq =  x(H+E)(x,ξ,0)dx

~ Im{Hp, Hp, Ep} ~ ~ Im{Hp, Hp} Re{Hp, Hp} Im{Hp, Ep} f DVCS g f leptonic plane hadronic plane N’ e’ e DVCS Bethe-Heitler GPDs F1,F2 CFFs x= xB/(2-xB) k=-t/4M2 DsLU ~ sinf Im{F1H + x(F1+F2)H -kF2E}df ~ Polarized beam, unpolarized target (BSA) : Im{Hp, Hp, Ep} Unpolarized beam, longitudinal target (lTSA) : DsUL ~ sinfIm{F1H+x(F1+F2)(H + xB/2E) –xkF2 E+…}df ~ Im{Hp, Hp} nDVCS complements pDVCS for the different sensitivity to GPDs of the various observables Polarized beam, longitudinal target (BlTSA) : DsLL ~ (A+Bcosf)Re{F1H+x(F1+F2)(H + xB/2E)…}df ~ Re{Hp, Hp} Unpolarized beam, transverse target (tTSA) : DsUT ~ cosfIm{k(F2H – F1E) + ….. }df Im{Hp, Ep}

Hq(x,x,t) but only x and t experimentally accessible

JLab Hall A JLab CLAS HERMES DVCS unpol. X-section DVCS B-pol. X-section JLab CLAS DVCS BSA DVCS lTSA DVCS unpol. and B-pol. X-sections HERMES DVCS BSA,lTSA,tTSA,BCA

From data to GPDs (CFFs): Deconvolution/ Fitting algorithms of CFFs from (BH+DVCS) amplitudes

M.G., H. Moutarde, M. Vanderhaeghen Rept.Prog.Phys. 76 (2013) 066202

New recent data from JLab: CLAS coll. PRL 115 (2015), 212003 Hall A coll. PRC92 (2015), 055202 CLAS coll. PRL 114 (2015), 032001 CLAS coll. PRD91 (2015), 052014 R. Dupré, M.G., M. Vanderhaeghen Phys.Rev. D95 (2017) 011501

If Up to (model-dependent) « deskewing effects » (a few percent) : this formula involves: While we extract: Need to estimate: (assuming )

HERMES JLab « Integrated » radius from elastic form factor F1:

HERMES JLab « Integrated » radius from elastic form factor F1:

GPDs contain a wealth of information on nucleon structure and dynamics: space-momentum quark correlation, orbital momentum, pion cloud, pressure forces within the nucleon,… Large flow of new observables being released and new data expected soon (JLab6,JLab12,COMPASS) (Other DVCS-related processes planned for JLab 12 GeV (TCS, DVMP, DDVCS,…) First new insights on nucleon structure already emerging from current data with new fitting algorithms Theory developments: higher twists, target mass corrections, NLO corrections, …

BACK-UP

The Bethe-Heitler process

M. Boer, MG J.Phys. G42 (2015) 3, 034023

M. Boer, MG J.Phys. G42 (2015) 3, 034023

M. Boer, MG J.Phys. G42 (2015) 3, 034023

M. Boer, MG J.Phys. G42 (2015) 3, 034023

If However, this formula involves: While we extract: Need to estimate: (M. Burkhardt) If However, this formula involves: While we extract: Need to estimate: (assuming )

for

Resultats pour HtildeIm The axial charge (Him) appears to be more « concentrated » than the electromagnetic charge (Him) ~ Confirmed by CLAS A_UL and A_LL data: Phys.Rev. D91 (2015) 5, 052014

Polarized beam, unpolarized target (BSA) : ~ Examples of correlation between HIm and HIm DsLU ~ sinf Im{F1H + x(F1+F2)H -kF2E}df ~ Polarized beam, unpolarized target (BSA) :

for