New insights into from U(3) chiral effective theory

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Presentation transcript:

New insights into from U(3) chiral effective theory International Workshop on QCD Exotics Jinan, June 7-12, 2015 New insights into from U(3) chiral effective theory Zhi-Hui Guo (郭志辉) Hebei Normal University (河北师范大学) Work in progress with Ulf-G. Meissner and Deliang Yao

Outline: Background & Introduction ChPT amplitudes and Unitarizaiton Preliminary numerical results Summary

1. Background a hot topic at B-Factory Top 2 @BaBar Top 10 @Belle Continuing efforts from LHCb, Belle-II, PANDA,… and also Lattice QCD Top 6 @CLEO

Theoretical interpretations state: Y.B.Dai, et al., PRD2003 ; S.Narison, PLB2005; E. van Beveren, et al., PRL 2003; …… Hadronic molecular state: T.Barnes, et al., PRD2003; F.K.Guo, et al., PLB2006; M.Cleven, et al., EPJA2011; D.LYao, et al., 1502.05981;…… Four-quark state: H.Y.Cheng, et al., PRD 2003; K. Terasaki, PRD2003; L.Maiani et.al., PRD2005; M.Bracco, et al., PLB2005;…… Mixing of molecular and four-quark states: T. Browder, et al., PLB2004;…… ……

We fill the gap to address the Nc trajectories for D*s0(2317) chiral symmetry & heavy-quark symmetry chiral symmetry a striking fact: below DK threshold (bound state) an extremely broad resonance Nonperturbative effects: unitarity in π π scattering Nonperturbative effects: unitarity in D K scattering Coarse lattice study: scattering length with vayring mπ Theoretical prediction of pole trajectories with varying mπ We fill the gap to address the Nc trajectories for D*s0(2317) Pole trajectories with Nc

Why focusing on the Nc trajectory ? Scalar resonance (unwilling to fall down to real axis) A standard qq resonance ρ(770): ZHG,Oller,Ruiz de Elvira, PRD2011,2012 M -> Const, Γ -> 1/Nc

ZHG,Oller,Ruiz de Elvira, PRD2011,2012 Even more exotic case: f0 (500)/σ Similar behaviors are found from [Dai,Wang,Zheng,CTP’12]

σ σ Controversial behaviors: f0 (500)/σ Real axis Pelaez, et al., ’11 ZHG,Oller,Ruiz de Elvira, PRD2011,2012

Our focus: Scalar Charmed states from D(s) + π(K,η,η’) scattering & their Nc and mπ dependences

2. Theoretical framework LO ChPT with heavy-light mesons NLO ChPT with heavy-light mesons [F.K.Guo,et al.,PLB08] with It is essential to generalize to U(3) case to study the Nc behaviors: Possible new operators with singlet η0 can appear, but they are much less relevant in the present analysis.

Why to include the singlet η0 when discussing large Nc? Chiral Lagrangian for pseudo-Goldstone with UA(1) anomaly Leads to a massive η0 Why to include the singlet η0 when discussing large Nc? Nc=3 : UA(1) anomaly is violated at quantum level and it is responsible for the massive η0 Large Nc: UA(1) anomaly is 1/Nc suppressed, i.e. the mass of η0 approaches to zero in the chiral limit. As a result, pseudo-Goldstone nonet, π, K, η8, η0, will appear. [ t’Hooft,NPB’74; Witten,NPB’79; Coleman,Witten,PRL’80 ]

-> Leading order η-η’ mixing K θ η π

D(s) and light pseudoscalar meson scattering amplitudes

……

Partial wave projection Unitarization

Preliminary numerical discussions

Five-channel fit (5c): 4 LECs and 1 common aSL h0 h1 determined by masses of D and Ds Five-channel fit (5c): 4 LECs and 1 common aSL L.Liu, et al., ‘13 Lang, et al., ‘14 Lang, et al., ‘14 Prediction

Six-channel fit (6c): 4 LECs and 1 common aSL

Prediciton of scattering lengths for (S,I)=(0,1/2) channel It clearly indicates that “exotics” things happen around mπ=0.3~0.4GeV

Pole trajectories with varying mπ f0(500)/σ f0(500)/σ (S,I)=(0,1/2) channel Hanhart, et al., PLB14

Nc trajectories

Nc trajectories for D*s0(2317) Physical point

Nc trajectories for D*0 pole in (S,I)=(0,1/2) channel

Summary D(s) + π(K,η,η’) scattering amplitudes are calculated in U(3) chiral Lagrangian and then unitarized. Preliminary pole trajectories with varying mπ for the (S,I)=(0,1/2) channel are found to be quite similar as those from f0(500). Preliminary pole trajectories with varying Nc for D*s0(2317) and the (S,I)=(0,1/2) channel are given. They do not tend to fall down to the real axis for large values of Nc, indicating their marginal effects at large Nc.

Thanks! 谢谢大家!