Pentaquark search and other multiquark candidates at BES

34
Pentaquark search and other multi quark candidates at BES Xiaoyan SHEN Representing BES Collaboration Institute of High Energy Physics, CAS [email protected] ICHEP 2004 August 16 - 22, 2004, Beijing, P. R. China

description

Pentaquark search and other multiquark candidates at BES. Xiaoyan SHEN Representing BES Collaboration Institute of High Energy Physics, CAS [email protected] ICHEP 2004 August 16 - 22, 2004, Beijing, P. R. China. Outline. Introduction Pentaquark searches at BES - PowerPoint PPT Presentation

Transcript of Pentaquark search and other multiquark candidates at BES

Pentaquark search and other multiquark candidates at BES

Xiaoyan SHEN

Representing BES Collaboration

Institute of High Energy Physics, [email protected]

ICHEP 2004August 16 - 22, 2004, Beijing, P. R. China

Outline Introduction

Pentaquark searches at BES

Other multiquark candidates at BES

* pp threshold enhancement in

* p threshold enhancement in

* K threshold enhancement in

Summary

ΛpKJ/ψ ΛpKJ/ψ

pγpJ/ψ

0

10

20

30

40

50

60

CBAL MK II MK III DM2 BES I BES II

BESII Detector

VC: xy = 100 m TOF: T = 180 psMDC: xy = 220 m BSC: E/E= 21 % dE/dx= 8.5 % = 7.9 mr p/p=1.78(1+p2) z = 2.3 cm counter: r= 3 cm B field: 0.4 T z = 5.5 cm

Introduction

0

2

4

6

8

10

12

14

MKI MKII MKIII CBAL BESI BESII CLEOc

J/

(2S)

World J/ and (2S) Samples (×106) BESII

58M J/

BESII 14M (2S)

Pentaquark searches at BES

not forbidden by QCD:

definite evidence of pentaquark states would be an important addition to our understanding of QCD.

a baryon with S=+1 is a natural candidate

+(1540)

experimental status of +(1540)

(LEPS) nK

0SpK

0SpKnK

“Positive” experiments: many

“Negative” experiments: many

BES: ALEPH: RΛ*(1520) < 0.1 DELPHI: L3: HERA-B: RΛ*(1520) < 0.02 SPHINX: RΛ*(1520) < 0.02 CDF:

Need more experimental facts (through different processes)

BES: e+ e- collision; has relatively clean data samples with less backgrounds

investigate the pentaquark state in the hadronic decays of charmonium

pKnK

nKpK

nKpKnKpKJS

s

s

ss

or

or

))(( & ))((/ & )2(

(2S) KSpK-n and KSpK+n Decays

NK

pentaquarkNK

J/ KSpK-n and KSpK+n Decays

No clear pentaquark state (1540) (or ) is observed.

J/(2S)

Upper limits @ 90% C.L.

5106.1)/( nKpKpKJB ss

Upper limits @ 90% C.L.

51084.0

Multiquark candidates at BES

1. Near pp threshold enhancement in

enhancement

c

Phys. Rev. Lett., 91 (2003) 022001

ppJ /

Fit results

Mass: M=1859 MeV/c2

Width: < 30 MeV/c2 (90% CL)

J/pp

M(pp)-2mp (GeV)0 0.1 0.2 0.3

BG curve Eff. curve

2/dof=56/56

Fitted peak

Fitted curve +3 +510 25

BES II

MARK-III & DM2 Results

Threshold enhancement

pp/J

Claimed inPhys. Rep. 174(1989) 67-227

Too small statistics to draw any conclusion on the threshold enhancement,

e.g., cannot exclude known particles such as (1760)

MARK-III

DM2

Belle sees low-mass pp systems in B decays

ppM

pp (GeV)M

BD0pp

BppK

Statistics is also low.

This enhancement is important:

FSI not favored mass≤2mp , width is narrow Hard to be explained as a conventional qq meson

pp bound state (baryonium)?

+ n +

deuteron:

loosely bound 3-q 3-

q color singlets with Md = 2mp-

baryonium:

loosely bound

3-q 3-q color singlets with Mb = 2mp-

?

attractive nuclear force attractive force?

There is lots & lots of literature about this possibility

Observations of this structure in otherdecay modes are desirable.

2. Observation of an enhancement near mass threshold in process

p pKJ /

The clear Λ signal in data shows high purity of signal.

Data/MC

..ccpM ..ccpM

Phase Space

Data Data

pM pM

pK Kp

S-wave BW fit results

M = (2075 12 5) MeV

Γ = (90 35 9) MeV

BR = (5.9 1.4 2.0) 10-5

• M = (2044 17) MeV Γ = (20 45) MeV• 2/d.o.f = 32.5/26

P-wave BW fit results

The systematic errors arecarefully studied in S-wave case.

2/d.o.f = 31.1/26 About 7σ statistical significance high L hypotheses fail

Accepted by P. R. L.

Hep-ex/0405050

Near threshold enhancement is also observed inp pKS)2(

Fix the parameters, 4 away from phase space.

Accepted by P. R. L. Hep-ex/0405050

3. Near threshold enhancement in..ccK

../ ccpKJ

)(GeV/c2KΛM

Eve

nts

/10

MeV

Nx

Nx

Nx

)(GeV/c2 MMM KKΛ

PS, eff. corrected

(Arbitrary normalization)

PWA is performed to pKJ /

possible N* and *states listed in PDG are fitted N(1720), N(1900), (1520), (1690), …

many different combinations are tried

different form factors are used

different JP of Nx is tried

also tried N(1535) to fit Nx

Mass and Width scan

M 1520 – 1620 MeV

110 MeV

JP = 1/2-

Total fit (S=-952)

Nevent:

Fraction Nevent

NX 22% 1210

Mass scan(GeV/c2)

An example:

Width scan(GeV/c2)L

n

L

N(1720), N(1900), (1520), (1690) …. included in the PWA fit

Dalitz plot (data)

Dalitz plot (MC)

Eve

nts

/10M

eV Crosses: data

Hist.: PWA fit projection

JP check with various combinations

JP ½- ½+ 3/2- 3/2+ non A -940 -848 -848 -930 -813 B -845 -783 -806 -833 -752 C -952 -841 -844 -916 -768 D -880 -768 -752 -822 -650 E -957 -889 -893 -944 -875 F -970 -920 -925 -963 -919 G -954 -925 -919 -944 -909

fit results

Cases Mass(GeV) Width(MeV) Fraction(%) Nevent Log Likelyhood

a 1.52 ~ 1.62 110 22.3 1210 -940

b 1.56 80 ~110 44.4 2412 -845

c 1.62 70 14.7 799 -952

d 1.6 ~1.64 70 17.1 929 -880

e 1.57 90 20.6 1119 -957

f 1.62 70 ~ 90 19.9 1081 -970

g 1.58 80 15.6 845 -954

1.50 ~1.65 70 ~110 >14.7 >800

An abnormal enhancement is observed in the mass threshold of MK

Its mass and width:

(large uncertainty near threshold, high statistics is crucial!)Mass 1500~1650MeV

Width 70~110MeV

JP favors 1/2-

large BR(J/pNx)Br(NxK) (2*10-4). What is it??

Possibly N*(1535) with large coupling to K K molecular state ??

no (1540) seen in both J/ and (2S) hadronic decays.

a near pp threshold enhancement observed in J/pp decay. Baryonium??

a near p threshold enhancement observed in both

J/ pK and (2S) pK decays.

a near K threshold enhancement observed in

J/pK. large coupling to K. K molecular state??

Summary

FSI ? —— Not favored1. Theoretical calculation (Zou and Chiang, PRD69 034004 (2003)) sh

ows that the enhancement caused by one-pion-exchange FSI is too small to explain the BES structure.

2. For FSI, the BES structure should be the same as in elastic scattering (Bugg, hep-ph/0406293): But it is NOT !

BES

elasticelasticM ~|| 2

BES

one-pion-exchange FSI

pmppM 2)(

|M|2 |M|2

Both arbitrary normalization Both arbitrary normalization

The enhancement caused by Coulomb interaction is even smaller than one-pion-exchange FSI !

With threshold kinematic contributions removed, there are very smooth threshold enhancements in elastic “matrix element” and very small enhancement in annihilation “matrix element”:

much weaker than what BES observed !

NO strong threshold enhancement in collision (at LEAR)

pp

pp

pmppM 2)(

|M|2 |M|2BES BES

elasticelasticM ~|| 2 annlabann PM ~|| 2

Both arbitrary normalization Both arbitrary normalization

Any inconsistency? NO!

For example: with Mres = 1859 MeV, Γ = 30 MeV, J=0, BR(ppbar) ~ 10%, based on:

At Ecm = 2mp + 6 MeV ( i.e., pLab = 150 MeV ), in elastic process, the resonant cross section is only ~ 0.6 mb : much smaller than the continuum cross section

~ 94 +/- 20 mb

Very difficult to observe it in collisions.

4/)(4

)(4

)12)(12(

)12(22

2

22

2

21

rescm

outin

pcmres mE

BB

mE

c

SS

J

pp

PWA of the near-threshold enhancement(NX) in mK

PWA with: a: NX,N(1720),N(1900), (1520), (1570), (1690), (1810), X(2075) b: NX,N(1720),N(1900) , (1520), (1690), (1810), X(2075) c: NX,N(1720),N(1900), (1520), (1570), (1690), (1890),X(2075) d: NX,N(1720),N(1900), (1520), (1690), (1890),X(2075) e: NX,N(1720),N(1900), (1520), (1570), (1690), (1810), (1890),X(2075) f: NX,N(1720),N(1900),N(2050), (1520), (1570), (1690), (1810), (1890),X(2075) g: NX,N(1720),N(1900),N(2050), (1520), (1570), (1690), (1810), (1890)J(p) 1/2(-) 3/2(+) 3/2(+) 3/2(+) 3/2(-) 1/2(-) 3/2(-) 1/2(+) 3/2(+) 1(-)m(GeV)1.535,1.720, 1.900, 2.050, 1.5195, 1.570, 1.690, 1.810, 1.890, 2.080

(GeV) 0.150, 0.150 0.300, 0.200, 0.0156, 0.070, 0.060, 0.150, 0.100, 0.080 h:N(1535),N(1650),N(1720),N(1900), (1520), (1570), (1690), (1810), (1890),X(2075) i: N(1535),N(1650),N(1720),N(1900), (1520), (1690), (1810), (1890),X(2075)

J(p) 1/2(-) 1/2(-), mN(1650)=1.650, N(1650)=0.150 j: 18Res All possible N* and *states listed in PDG and N(1900)(3/2-),N(2050)(1/2+,3/2+), (1570), X(2

075)

N(1535 ) =NX