XIth Quark Confinement and the Hadron Spectrum Puzzles

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XIth Quark Confinement and the Hadron Spectrum Puzzles in Quarkonium Hadronic Transition with Two

XIth Quark Confinement and the Hadron Spectrum Puzzles in Quarkonium Hadronic Transition with Two Pion Emission F. Fernandez D. R. Entem, P. G. Ortega, J. Segovia Nuclear Physics Group and IUFFy. M University of Salamanca

Outline ü Motivation üExperimental scenario ü The QCD Multipole Expansión Method üThe constituent quark

Outline ü Motivation üExperimental scenario ü The QCD Multipole Expansión Method üThe constituent quark model üHybrids: the Quark Confining String model üCharmonium and Bottomonium Results üBottom molecules: Results üSummary

Motivation: Hadronic Transitions - Hadronic Transition are importante decay modes of heavy quarkonia. -

Motivation: Hadronic Transitions - Hadronic Transition are importante decay modes of heavy quarkonia. - Light hadrons are converted from de gluons emitted by the quark Q and trhe antiquark in the transition. - The typical momentum of the gluons is two low to justify perturbative calculations

Experimental scenario Y(4660) Y(4360) Y(4415) Y(4160) Y(4040) (PRD 89 111103)

Experimental scenario Y(4660) Y(4360) Y(4415) Y(4160) Y(4040) (PRD 89 111103)

Y(4260) Y(4660) Y(4360) Y(4415) Y(4160) Y(4040) Experimental scenario (PRD 86 051102)

Y(4260) Y(4660) Y(4360) Y(4415) Y(4160) Y(4040) Experimental scenario (PRD 86 051102)

Experimental scenario PRD 75 071103 PRL 100 112001 differs by two orders of magnitude!

Experimental scenario PRD 75 071103 PRL 100 112001 differs by two orders of magnitude!

The QCD Multipole Expansion Method • Analogous to the QED multipole expansion Zero for

The QCD Multipole Expansion Method • Analogous to the QED multipole expansion Zero for color singlets • The interaction between two color singlet requires two gluon emission. Lowest multipoles E 1 E 1 E 1 M 1 E 1 E 2…. . • Two pion transition E 1 E 1 Intermediate state after the emission of the first gluon and before the emission of the second hybrid

The QCD Multipole Expansion Method Heavy quark factor Hadronic factor Hybrid model wf Quark

The QCD Multipole Expansion Method Heavy quark factor Hadronic factor Hybrid model wf Quark Model wf C 1 and C 2 are constant fitted to the decays

The Constituent Quark Model

The Constituent Quark Model

The constituent quark model

The constituent quark model

The constituent quark model • N-N interaction – F. Fernández, A. Valcarce, U. Straub,

The constituent quark model • N-N interaction – F. Fernández, A. Valcarce, U. Straub, A. Faessler. J. Phys. G 19, 2013 (1993) – A. Valcarce, A. Faessler, F. Fernández. Physics Letters B 345, 367 (1995) – D. R. Entem, F. Fernández, A. Valcarce. Phys. Rev. C 62 034002 (2000) – B. Juliá-Diaz, J. Haidenbauer, A. Valcarce, and F. Fernández. Physical Review C 65, 034001, (2002) • Baryon spectrum – H. Garcilazo, A. Valcarce, F. Fernández. Phys. Rev. C 64, 058201, (2001) – H. Garcilazo, A. Valcarce, F. Fernández. Phys. Rev. C 63, 035207 (2001) • Meson spectrum. – J. Vijande, F. Fernández, A. Valcarce. J. Phys. G 31, (2005) – J. Segovia, A. M. Yasser, D. R. Entem, F. Fernandez Phys. Rev D. 78 114033 (2008) • . Reports – A. Valcarce, H. Garcilazo, F. Fernandez, P. Gonzalez Rep. Prog. Phys. 68 965 (2005) – J. Segovia, D. R. Entem, F. Fernandez, Int. Jour. Mod. Phys. E 22 1330026 (2013)

Results for the 1 - - sector PRD 78 114033 (2008)

Results for the 1 - - sector PRD 78 114033 (2008)

The Quark Confining string model • Mesons are composed of a quark and an

The Quark Confining string model • Mesons are composed of a quark and an antiquark linked by a color electric gluon flux line. • The string and the quarks can rotate as a unit (ordinary mesons) • Vibrational modes provides new states beyond the charmonium picture: Hybrids + Meson Hybrid

Results Hybrids Ψ(4360) Ψ(4660) ϒ(10860) ? ? JPC=1 - - hybrid mesons masses in

Results Hybrids Ψ(4360) Ψ(4660) ϒ(10860) ? ? JPC=1 - - hybrid mesons masses in Mev

Results charm sector Branching ratio x Γe+e- for the JPC=1 - - charmonium states

Results charm sector Branching ratio x Γe+e- for the JPC=1 - - charmonium states Cross section at peak for the JPC=1 - - charmonium states

Y(4660) Y(4360) Y(4415) Y(4160) Y(4040) Results charm sector

Y(4660) Y(4360) Y(4415) Y(4160) Y(4040) Results charm sector

Results bottom sector Branching ratio x Γe+e- for the JPC=1 - - bottomonium states

Results bottom sector Branching ratio x Γe+e- for the JPC=1 - - bottomonium states Cross section at peak for the JPC=1 - - bottomonium states

First conclusion The mechanism which explain the value of the cross section of the

First conclusion The mechanism which explain the value of the cross section of the ψ(4360) and the ψ(4660) does not justify the anomalous behaviour of the ϒ(10860)

Molecules Molecular state: loosely bound state of a pair of mesons. The dominant binding

Molecules Molecular state: loosely bound state of a pair of mesons. The dominant binding mechanism should be pion exchange Two quark states can mix with two meson with the same quantum numbers

Molecules Way molecules can enhace the decay width ? OZI forbidden OZI alloved Pictures

Molecules Way molecules can enhace the decay width ? OZI forbidden OZI alloved Pictures from A. Ali

Coupled channels: BB

Coupled channels: BB

Coupling: Pair Creation Model

Coupling: Pair Creation Model

Coupled channels:

Coupled channels:

Molecules The Molecule ϒ(10860) Channels P ar n i m reli

Molecules The Molecule ϒ(10860) Channels P ar n i m reli

Molecular decay P ar n i m reli

Molecular decay P ar n i m reli

Conclusions

Conclusions

Conclusions

Conclusions