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Characteristic Plane Method with Conical Correction

Authors :
G. Aielli
C. Bacci
F. Barone
B. Bartoli
X. J. Bi
C. Bleve
P. Branchini
A. Budano
S. Bussino
A. K. Calabrese Melcarne
P. Camarri
Z. Cao
A. Cappa
R. Cardarelli
S. Catalanotti
C. Cattaneo
S. Cavaliere
P. Celio
S. Z. Chen
N. Cheng
P. Creti
S. W. Cui
G. Cusumano
B. Z. Dai
G. D’Alí Staiti
Danzengluobu
M. Dattoli
R. De Rosa
B. D’Ettorre Piazzoli
M. De Vincenzi
T. Di Girolamo
X. H. Ding
G. Di Sciascio
C. F. Feng
Zhaoyang Feng
Zhenyong Feng
C. Ferrigno
F. Galeazzi
P. Galeotti
X. Y. Gao
R. Gargana
F. Garufi
Q. B. Gou
H. H. He
Haibing Hu
Hongbo Hu
Q. Huang
M. Iacovacci
I. James
H. Y. Jia
Labaciren
H. J. Li
J. Y. Li
B. Liberti
G. Liguori
C. Q. Liu
J. Liu
H. Lu
S. M. Mari
S. Mastroianni
X. R. Meng
J. Mu
L. Nicastro
C. C. Ning
L. Palummo
P. Pistilli
X. B. Qu
E. Rossi
F. Ruggieri
L. Saggese
P. Salvini
R. Santonico
A. Segreto
P. R. Shen
X. D. Sheng
F. Shi
C. Stanescu
A. Surdo
Y. H. Tan
P. Vallania
S. Vernetto
C. Vigorito
H. Wang
Y. G. Wang
C. Y. Wu
H. R. Wu
B. Xu
L. Xue
H. T. Yang
Q. Y. Yang
X. C. Yang
G. C. Yu
A. F. Yuan
M. Zha
H. M. Zhang
J. L. Zhang
L. Zhang
P. Zhang
X. Y. Zhang
Y. Zhang
Zhaxisangzhu
X. X. Zhou
F. R. Zhu
Q. Q. Zhu
G. Zizzi
BERNARDINI, Paolo
DE MITRI, Ivan
MANCARELLA, Giovanni
MARSELLA, GIOVANNI
MARTELLO, Daniele
PANAREO, Marco
PERRONE, Lorenzo
Aielli, G
Bacci, C
Bartoli, B
Bernardini, P
Bi, Xj
Bleve, C
Branchini, P
Budano, A
Bussino, Severino Angelo Maria
Calabrese Melcarne, Ak
Camarri, P
Cao, Z
Cappa, A
Cardarelli, R
Catalanotti, S
Cattaneo, C
Celio, P
Chen, Sz
Chen, Tl
Chen, Y
Cheng, N
Creti, P
Cui, Sw
Dai, Bz
D'Ali Staiti, G
Danzengluobu
Dattoli, M
De Mitri, I
D'Ettorre Piazzoli, B
De Vincenzi, M
Di Girolamo, T
Ding, Xh
Di Sciascio, G
Feng, Cf
Feng Zhao, Yang
Feng Zhen, Yong
Galeazzi, F
Galeotti, P
Gargana, R
Gou, Qb
Guo, Yq
He, Hh
Hu, Haibing
Hu Hong, Bo
Huang, Q
Iacovacci, M
Iuppa, R
James, I
Jia, Hy
Labaciren
Li, Hj
Li, Jy
Li, Xx
Liberti, B
Liguori, G
Liu, C
Liu, Cq
Liu, My
Liu, J
Lu, H
Ma, Xh
Mancarella, G
Mari, Stefano Maria
Marsella, G
Martello, D
Mastroianni, S
Meng, Xr
Montini, P
Ning, Cc
Pagliaro, A
Panareo, M
Perrone, L
Pistilli, P
Qu, Xb
Rossi, E
Ruggieri, F
Saggese, L
Salvini, P
Santonico, R
Shen, Pr
Sheng, Xd
Shi, F
Stanescu, C
Surdo, A
Tan, Yh
Vallania, P
Vernetto, S
Vigorito, C
Wang, B
Wang, H
Wu, Cy
Wu, Hr
Xu, B
Xue, L
Yan, Yx
Yang, Qy
Yang, Xc
Yuan, Af
Zha, M
Zhang, Hm
Zhang Ji, Long
Zhang Jian, Li
Zhang, L
Zhang, P
Zhang, Xy
Zhang, Y
Zhaxisangzhu
Zhou, Xx
Zhu, Fr
Zhu, Qq
Zizzi, G.
G., Aielli
C., Bacci
F., Barone
B., Bartoli
Bernardini, Paolo
X. J., Bi
C., Bleve
P., Branchini
A., Budano
S., Bussino
A. K., Calabrese Melcarne
P., Camarri
Z., Cao
A., Cappa
R., Cardarelli
S., Catalanotti
C., Cattaneo
S., Cavaliere
P., Celio
S. Z., Chen
N., Cheng
P., Creti
S. W., Cui
G., Cusumano
B. Z., Dai
G., D’Alí Staiti
M., Dattoli
DE MITRI, Ivan
R., De Rosa
B., D’Ettorre Piazzoli
M., De Vincenzi
T., Di Girolamo
X. H., Ding
G., Di Sciascio
C. F., Feng
Zhaoyang, Feng
Zhenyong, Feng
C., Ferrigno
F., Galeazzi
P., Galeotti
X. Y., Gao
R., Gargana
F., Garufi
Q. B., Gou
H. H., He
Haibing, Hu
Hongbo, Hu
Q., Huang
M., Iacovacci
I., Jame
H. Y., Jia
H. J., Li
J. Y., Li
B., Liberti
G., Liguori
C. Q., Liu
J., Liu
H., Lu
Mancarella, Giovanni
S. M., Mari
Marsella, Giovanni
Martello, Daniele
S., Mastroianni
X. R., Meng
J., Mu
L., Nicastro
C. C., Ning
L., Palummo
Panareo, Marco
Perrone, Lorenzo
P., Pistilli
X. B., Qu
E., Rossi
F., Ruggieri
L., Saggese
P., Salvini
R., Santonico
A., Segreto
P. R., Shen
X. D., Sheng
F., Shi
C., Stanescu
A., Surdo
Y. H., Tan
P., Vallania
S., Vernetto
C., Vigorito
H., Wang
Y. G., Wang
C. Y., Wu
H. R., Wu
B., Xu
L., Xue
H. T., Yang
Q. Y., Yang
X. C., Yang
G. C., Yu
A. F., Yuan
M., Zha
H. M., Zhang
J. L., Zhang
L., Zhang
P., Zhang
X. Y., Zhang
Y., Zhang
X. X., Zhou
F. R., Zhu
Q. Q., Zhu
G., Zizzi
Publication Year :
2008

Abstract

In ground-based cosmic ray experiments, the equalization of the transit time of signals coming from different parts of the apparatus is of crucial importance for the improvement of the angular resolution and accuracy. In the ARGO-YBJ experiment, this is achieved using the Characteristic Plane Method with conical correction, studied by both Monte Carlo simulation and real data and also checked with manual absolute calibration on a portion of the detector. By introducing conical correction in primary direction reconstruction, the systematics error existing in the off-line calibration with planar fit is successfully removed. Two subsequent construction phases of the detector have been considered: ARGO-42 and ARGO-104. During the calibration of ARGO-104, events with more than 1000 hits and with the core reconstructed inside the carpet were used in order to achieve a good reconstruction of the shower, that is the arrival direction and the core position. The results of the calibration concerning the two configurations, ARGO-42 and ARGO-104, are compared and discussed.

Details

Language :
English
Database :
OpenAIRE
Accession number :
edsair.doi.dedup.....75757e9232b76cef2228ea7ed4917f44