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research
Higher-order multipole amplitude measurement in ψ ′→γχ c2
Authors
M Ablikim
MN Achasov
+334 more
D Alberto
FF An
Q An
ZH An
JZ Bai
R Baldini
Y Ban
J Becker
N Berger
M Bertani
JM Bian
E Boger
O Bondarenko
I Boyko
RA Briere
V Bytev
X Cai
AC Calcaterra
GF Cao
JF Chang
G Chelkov
G Chen
HS Chen
JC Chen
ML Chen
SJ Chen
Y Chen
YB Chen
HP Cheng
YP Chu
D CroninHennessy
HL Dai
JP Dai
D Dedovich
ZY Deng
I Denysenko
M Destefanis
Y Ding
LY Dong
MY Dong
SX Du
J Fang
SS Fang
CQ Feng
CD Fu
JL Fu
Y Gao
C Geng
K Goetzen
WX Gong
M Greco
MH Gu
YT Gu
YH Guan
AQ Guo
LB Guo
YP Guo
YL Han
XQ Hao
FA Harris
KL He
M He
ZY He
YK Heng
ZL Hou
HM Hu
JF Hu
T Hu
B Huang
GM Huang
JS Huang
XT Huang
YP Huang
T Hussain
CS Ji
Q Ji
XB Ji
XL Ji
LK Jia
LL Jiang
XS Jiang
JB Jiao
Z Jiao
DP Jin
S Jin
FF Jing
N KalantarNayestanaki
M Kavatsyuk
W Kuehn
W Lai
JS Lange
JKC Leung
C Li
C Li
CH Li
DM Li
F Li
G Li
HB Li
JC Li
K Li
L Li
NB Li
QJ Li
SL Li
WD Li
WG Li
XL Li
XN Li
XQ Li
XR Li
ZB Li
H Liang
YF Liang
YT Liang
XT Liao
BJ Liu
CL Liu
CX Liu
CY Liu
F Liu
F Liu
FH Liu
H Liu
HB Liu
HH Liu
HM Liu
HW Liu
JP Liu
K Liu
K Liu
KY Liu
Q Liu
SB Liu
X Liu
XH Liu
Y Liu
YB Liu
YW Liu
Z Liu
Z Liu
ZA Liu
H Loehner
GR Lu
HJ Lu
JG Lu
QW Lu
XR Lu
YP Lu
CL Luo
MX Luo
T Luo
XL Luo
M Lv
CL Ma
FC Ma
HL Ma
QM Ma
S Ma
T Ma
X Ma
XY Ma
M Maggiora
QA Malik
H Mao
YJ Mao
ZP Mao
JG Messchendorp
J Min
TJ Min
RE Mitchell
XH Mo
NY Muchnoi
Y Nefedov
IB Nikolaev
Z Ning
SL Olsen
Q Ouyang
S Pacetti
JW Park
M Pelizaeus
K Peters
JL Ping
RG Ping
R Poling
CSJ Pun
M Qi
S Qian
CF Qiao
XS Qin
JF Qiu
KH Rashid
G Rong
XD Ruan
A Sarantsev
J Schulze
M Shao
CP Shen
XY Shen
HY Sheng
MR Shepherd
XY Song
S Spataro
B Spruck
DH Sun
GX Sun
JF Sun
SS Sun
XD Sun
YJ Sun
YZ Sun
ZJ Sun
ZT Sun
CJ Tang
X Tang
HL Tian
D Toth
GS Varner
B Wang
BQ Wang
K Wang
LL Wang
LS Wang
M Wang
P Wang
PL Wang
Q Wang
QJ Wang
SG Wang
XL Wang
YD Wang
YF Wang
YQ Wang
Z Wang
ZG Wang
ZY Wang
DH Wei
QG Wen
SP Wen
U Wiedner
LH Wu
N Wu
W Wu
Z Wu
ZJ Xiao
YG Xie
QL Xiu
GF Xu
GM Xu
H Xu
QJ Xu
XP Xu
Y Xu
ZR Xu
ZZ Xu
Z Xue
L Yan
WB Yan
YH Yan
HX Yang
T Yang
Y Yang
YX Yang
H Ye
M Ye
MH Ye
BX Yu
CX Yu
SP Yu
CZ Yuan
WL Yuan
Y Yuan
AA Zafar
A Zallo
Y Zeng
BX Zhang
BY Zhang
C Zhang
CC Zhang
DH Zhang
HH Zhang
HY Zhang
J Zhang
JQ Zhang
JW Zhang
JY Zhang
JZ Zhang
L Zhang
SH Zhang
TR Zhang
XJ Zhang
XY Zhang
Y Zhang
YH Zhang
YS Zhang
ZP Zhang
ZY Zhang
G Zhao
HS Zhao
J Zhao
J Zhao
L Zhao
L Zhao
MG Zhao
Q Zhao
SJ Zhao
TC Zhao
XH Zhao
YB Zhao
ZG Zhao
ZL Zhao
A Zhemchugov
B Zheng
JP Zheng
YH Zheng
ZP Zheng
B Zhong
J Zhong
L Zhong
L Zhou
XK Zhou
XR Zhou
C Zhu
K Zhu
KJ Zhu
SH Zhu
XL Zhu
XW Zhu
YS Zhu
ZA Zhu
J Zhuang
BS Zou
JH Zou
JX Zuo
Publication date
1 January 2011
Publisher
'American Physical Society (APS)'
Doi
Cite
Abstract
Using 106×106 ψ ′ events collected with the BESIII detector at the BEPCII storage ring, the higher-order multipole amplitudes in the radiative transition ψ ′→γχ c2→γπ +π -/γK +K - are measured. A fit to the χ c2 production and decay angular distributions yields M2=0.046±0. 010±0.013 and E3=0.015±0.008±0.018, where the first errors are statistical and the second systematic. Here M2 denotes the normalized magnetic quadrupole amplitude and E3 the normalized electric octupole amplitude. This measurement shows evidence for the existence of the M2 signal with 4.4σ statistical significance and is consistent with the charm quark having no anomalous magnetic moment. © 2011 American Physical Society.published_or_final_versio
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Last time updated on 01/06/2016