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Measurement of yCP in D0–D¯0 oscillation using quantum correlations in e+e−→D0D¯0 at s=3.773 GeV

Authors :
M. Ablikim
M.N. Achasov
X.C. Ai
O. Albayrak
M. Albrecht
D.J. Ambrose
A. Amoroso
F.F. An
Q. An
J.Z. Bai
R. Baldini Ferroli
Y. Ban
D.W. Bennett
J.V. Bennett
M. Bertani
D. Bettoni
J.M. Bian
F. Bianchi
E. Boger
O. Bondarenko
I. Boyko
R.A. Briere
H. Cai
X. Cai
O. Cakir
A. Calcaterra
G.F. Cao
S.A. Cetin
J.F. Chang
G. Chelkov
G. Chen
H.S. Chen
H.Y. Chen
J.C. Chen
M.L. Chen
S.J. Chen
X. Chen
X.R. Chen
Y.B. Chen
H.P. Cheng
X.K. Chu
G. Cibinetto
D. Cronin-Hennessy
H.L. Dai
J.P. Dai
A. Dbeyssi
D. Dedovich
Z.Y. Deng
A. Denig
I. Denysenko
M. Destefanis
F. De Mori
Y. Ding
C. Dong
J. Dong
L.Y. Dong
M.Y. Dong
S.X. Du
P.F. Duan
J.Z. Fan
J. Fang
S.S. Fang
X. Fang
Y. Fang
L. Fava
F. Feldbauer
G. Felici
C.Q. Feng
E. Fioravanti
M. Fritsch
C.D. Fu
Q. Gao
Y. Gao
Z. Gao
I. Garzia
K. Goetzen
W.X. Gong
W. Gradl
M. Greco
M.H. Gu
Y.T. Gu
Y.H. Guan
A.Q. Guo
L.B. Guo
T. Guo
Y. Guo
Y.P. Guo
Z. Haddadi
A. Hafner
S. Han
Y.L. Han
F.A. Harris
K.L. He
Z.Y. He
T. Held
Y.K. Heng
Z.L. Hou
C. Hu
H.M. Hu
J.F. Hu
T. Hu
Y. Hu
G.M. Huang
G.S. Huang
H.P. Huang
J.S. Huang
X.T. Huang
Y. Huang
T. Hussain
Q. Ji
Q.P. Ji
X.B. Ji
X.L. Ji
L.L. Jiang
L.W. Jiang
X.S. Jiang
J.B. Jiao
Z. Jiao
D.P. Jin
S. Jin
T. Johansson
A. Julin
N. Kalantar-Nayestanaki
X.L. Kang
X.S. Kang
M. Kavatsyuk
B.C. Ke
R. Kliemt
B. Kloss
O.B. Kolcu
B. Kopf
M. Kornicer
W. Kuehn
A. Kupsc
W. Lai
J.S. Lange
M. Lara
P. Larin
C.H. Li
Cheng Li
D.M. Li
F. Li
G. Li
H.B. Li
J.C. Li
Jin Li
K. Li
P.R. Li
T. Li
W.D. Li
W.G. Li
X.L. Li
X.M. Li
X.N. Li
X.Q. Li
Z.B. Li
H. Liang
Y.F. Liang
Y.T. Liang
G.R. Liao
D.X. Lin
B.J. Liu
C.X. Liu
F.H. Liu
Fang Liu
Feng Liu
H.B. Liu
H.H. Liu
H.M. Liu
J. Liu
J.P. Liu
J.Y. Liu
K. Liu
K.Y. Liu
L.D. Liu
P.L. Liu
Q. Liu
S.B. Liu
X. Liu
X.X. Liu
Y.B. Liu
Z.A. Liu
Zhiqiang Liu
Zhiqing Liu
H. Loehner
X.C. Lou
H.J. Lu
J.G. Lu
R.Q. Lu
Y. Lu
Y.P. Lu
C.L. Luo
M.X. Luo
T. Luo
X.L. Luo
M. Lv
X.R. Lyu
F.C. Ma
H.L. Ma
L.L. Ma
Q.M. Ma
S. Ma
T. Ma
X.N. Ma
X.Y. Ma
F.E. Maas
M. Maggiora
Q.A. Malik
Y.J. Mao
Z.P. Mao
S. Marcello
J.G. Messchendorp
J. Min
T.J. Min
R.E. Mitchell
X.H. Mo
Y.J. Mo
C. Morales Morales
K. Moriya
N.Yu. Muchnoi
H. Muramatsu
Y. Nefedov
F. Nerling
I.B. Nikolaev
Z. Ning
S. Nisar
S.L. Niu
X.Y. Niu
S.L. Olsen
Q. Ouyang
S. Pacetti
P. Patteri
M. Pelizaeus
H.P. Peng
K. Peters
J.L. Ping
R.G. Ping
R. Poling
Y.N. Pu
M. Qi
S. Qian
C.F. Qiao
L.Q. Qin
N. Qin
X.S. Qin
Y. Qin
Z.H. Qin
J.F. Qiu
K.H. Rashid
C.F. Redmer
H.L. Ren
M. Ripka
G. Rong
X.D. Ruan
V. Santoro
A. Sarantsev
M. Savrié
K. Schoenning
S. Schumann
W. Shan
M. Shao
C.P. Shen
P.X. Shen
X.Y. Shen
H.Y. Sheng
M.R. Shepherd
W.M. Song
X.Y. Song
S. Sosio
S. Spataro
B. Spruck
G.X. Sun
J.F. Sun
S.S. Sun
Y.J. Sun
Y.Z. Sun
Z.J. Sun
Z.T. Sun
C.J. Tang
X. Tang
I. Tapan
E.H. Thorndike
M. Tiemens
D. Toth
M. Ullrich
I. Uman
G.S. Varner
B. Wang
B.L. Wang
D. Wang
D.Y. Wang
K. Wang
L.L. Wang
L.S. Wang
M. Wang
P. Wang
P.L. Wang
Q.J. Wang
S.G. Wang
W. Wang
X.F. Wang
Y.D. Wang
Y.F. Wang
Y.Q. Wang
Z. Wang
Z.G. Wang
Z.H. Wang
Z.Y. Wang
T. Weber
D.H. Wei
J.B. Wei
P. Weidenkaff
S.P. Wen
U. Wiedner
M. Wolke
L.H. Wu
Z. Wu
L.G. Xia
Y. Xia
D. Xiao
Z.J. Xiao
Y.G. Xie
G.F. Xu
L. Xu
Q.J. Xu
Q.N. Xu
X.P. Xu
L. Yan
W.B. Yan
W.C. Yan
Y.H. Yan
H.X. Yang
L. Yang
Y. Yang
Y.X. Yang
H. Ye
M. Ye
M.H. Ye
J.H. Yin
B.X. Yu
C.X. Yu
H.W. Yu
J.S. Yu
C.Z. Yuan
W.L. Yuan
Y. Yuan
A. Yuncu
A.A. Zafar
A. Zallo
Y. Zeng
B.X. Zhang
B.Y. Zhang
C. Zhang
C.C. Zhang
D.H. Zhang
H.H. Zhang
H.Y. Zhang
J.J. Zhang
J.L. Zhang
J.Q. Zhang
J.W. Zhang
J.Y. Zhang
J.Z. Zhang
K. Zhang
L. Zhang
S.H. Zhang
X.Y. Zhang
Y. Zhang
Y.H. Zhang
Y.T. Zhang
Z.H. Zhang
Z.P. Zhang
Z.Y. Zhang
G. Zhao
J.W. Zhao
J.Y. Zhao
J.Z. Zhao
Lei Zhao
Ling Zhao
M.G. Zhao
Q. Zhao
Q.W. Zhao
S.J. Zhao
T.C. Zhao
Y.B. Zhao
Z.G. Zhao
A. Zhemchugov
B. Zheng
J.P. Zheng
W.J. Zheng
Y.H. Zheng
B. Zhong
L. Zhou
Li Zhou
X. Zhou
X.K. Zhou
X.R. Zhou
X.Y. Zhou
K. Zhu
K.J. Zhu
S. Zhu
X.L. Zhu
Y.C. Zhu
Y.S. Zhu
Z.A. Zhu
J. Zhuang
B.S. Zou
J.H. Zou
Source :
Physics Letters B, Vol 744, Iss , Pp 339-346 (2015)
Publication Year :
2015
Publisher :
Elsevier, 2015.

Abstract

We report a measurement of the parameter yCP in D0–D¯0 oscillations performed by taking advantage of quantum coherence between pairs of D0D¯0 mesons produced in e+e− annihilations near threshold. In this work, doubly-tagged D0D¯0 events, where one D decays to a CP eigenstate and the other D decays in a semileptonic mode, are reconstructed using a data sample of 2.92 fb−1 collected with the BESIII detector at the center-of-mass energy of s=3.773 GeV. We obtain yCP=(−2.0±1.3±0.7)%, where the first uncertainty is statistical and the second is systematic. This result is compatible with the current world average. Keywords: BESIII, D0–D¯0 oscillation, yCP, Quantum correlation

Subjects

Subjects :
Physics
QC1-999

Details

Language :
English
ISSN :
03702693
Volume :
744
Issue :
339-346
Database :
Directory of Open Access Journals
Journal :
Physics Letters B
Publication Type :
Academic Journal
Accession number :
edsdoj.0c0db433e9b04b4496c20375adcfba52
Document Type :
article
Full Text :
https://doi.org/10.1016/j.physletb.2015.04.008