312 research outputs found
Effective Rheology of Bubbles Moving in a Capillary Tube
- Author
- Abelev B
- Adam J
- Adamova D
- Adare AM
- Aggarwal MM
- Agocs AG
- Agostinelli A
- Ahammed Z
- Ahmad N
- Ahn SU
- Akindinov A
- Alaniz EC
- Aleksandrov D
- Alessandro B
- Alici A
- Alkin A
- Alme J
- Alt T
- Altini V
- Altinpinar S
- Altsybeev I
- Andrei C
- Andronic A
- Anguelov V
- Anielski J
- Anson C
- Anticic T
- Antinori F
- Antonioli P
- Aphecetche L
- Appelshauser H
- Arbor N
- Arcelli S
- Arend A
- Armesto N
- Arnaldi R
- Aronsson T
- Arsene IC
- Arslandok M
- Asryan A
- Augustinus A
- Averbeck R
- Avina EA
- Awes TC
- Aysto J
- Azmi MD
- Bach M
- Badala A
- Baek YW
- Bailhache R
- Baillie OV
- Bala R
- Balbastre GC
- Baldisseri A
- Baldit A
- Ban J
- Baral RC
- Barbera R
- Bari DD
- Barile F
- Barnafoldi GG
- Barnby LS
- Barret V
- Barros GOVD
- Barroso VC
- Bartke J
- Basile M
- Bastid N
- Bathen B
- Batigne G
- Batyunya B
- Baumann C
- Bearden IG
- Beck H
- Belikov I
- Bellini F
- Bellwied R
- Belmont-Moreno E
- Bencedi G
- Beole S
- Berceanu I
- Bercuci A
- Berdnikov Y
- Berenyi D
- Bergmann C
- Berzano D
- Betev L
- Bhasin A
- Bhati AK
- Bianchi L
- Bianchi N
- Bianchin C
- Bielcik J
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- Bjelogrlic S
- Blanco F
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- Blau D
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- Bogolyubsky M
- Boldizsar L
- Bombara M
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- Borel H
- Borissov A
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- Bose S
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- Braun-Munzinger P
- Bregant M
- Breitner T
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- Buesching H
- Bufalino S
- Bugaiev K
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- Bustamante RTJ
- Buthelezi Z
- Caffarri D
- Cahuantzi MR
- Cai X
- Caines H
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- Carena F
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- Cicalo C
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- Collaboration ALICE
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- Dominguez I
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- Zampolli C
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- Zarochentsev A
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- Zbroszczyk H
- Zelnicek P
- Zetina LM
- Zgura IS
- Zhalov M
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- Zinovjev G
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- Zynovyev M
- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 16/03/2012
- Field of study
We calculate the average volumetric flux versus pressure drop of bubbles
moving in a single capillary tube with varying diameter, finding a square-root
relation from mapping the flow equations onto that of a driven overdamped
pendulum. The calculation is based on a derivation of the equation of motion of
a bubble train from considering the capillary forces and the entropy production
associated with the viscous flow. We also calculate the configurational
probability of the positions of the bubbles.Comment: 4 pages, 1 figur
Measurement of the inclusive and dijet cross-sections of b-jets in pp collisions at sqrt(s) = 7 TeV with the ATLAS detector
- Author
- Aad G
- Abbott B
- Abdallah J
- Abdelalim AA
- Abdesselam A
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- Aefsky S
- Aguilar-Saavedra JA
- Aharrouche M
- Ahlen SP
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- Ahmad A
- Ahsan M
- Aielli G
- Akdogan T
- Akesson TPA
- Akimoto G
- Akimov AV
- Alam MA
- Alam MS
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- Aleksa M
- Aleksandrov IN
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- Alessandria F
- Alexa C
- Alexander G
- Alexandre G
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- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 31/12/2010
- Field of study
The inclusive and dijet production cross-sections have been measured for jets
containing b-hadrons (b-jets) in proton-proton collisions at a centre-of-mass
energy of sqrt(s) = 7 TeV, using the ATLAS detector at the LHC. The
measurements use data corresponding to an integrated luminosity of 34 pb^-1.
The b-jets are identified using either a lifetime-based method, where secondary
decay vertices of b-hadrons in jets are reconstructed using information from
the tracking detectors, or a muon-based method where the presence of a muon is
used to identify semileptonic decays of b-hadrons inside jets. The inclusive
b-jet cross-section is measured as a function of transverse momentum in the
range 20 < pT < 400 GeV and rapidity in the range |y| < 2.1. The bbbar-dijet
cross-section is measured as a function of the dijet invariant mass in the
range 110 < m_jj < 760 GeV, the azimuthal angle difference between the two jets
and the angular variable chi in two dijet mass regions. The results are
compared with next-to-leading-order QCD predictions. Good agreement is observed
between the measured cross-sections and the predictions obtained using POWHEG +
Pythia. MC@NLO + Herwig shows good agreement with the measured bbbar-dijet
cross-section. However, it does not reproduce the measured inclusive
cross-section well, particularly for central b-jets with large transverse
momenta.Comment: 10 pages plus author list (21 pages total), 8 figures, 1 table, final
version published in European Physical Journal
Jet energy measurement with the ATLAS detector in proton-proton collisions at root s=7 TeV
- Author
- Aad G
- Abbott B
- Abdallah J
- Abdelalim AA
- Abdesselam A
- Abdinov O
- Abi B
- Abolins M
- Abramowicz H
- Abreu H
- Acerbi E
- Acharya BS
- Adams DL
- Addy TN
- Adelman J
- Aderholz M
- Adomeit S
- Adragna P
- Adye T
- Aefsky S
- Aguilar-Saavedra JA
- Aharrouche M
- Ahlen SP
- Ahles F
- Ahmad A
- Ahsan M
- Aielli G
- Akdogana T
- Akesson TPA
- Akimoto G
- Akimov AV
- Akiyama A
- Aktas A
- Alam MA
- Alam MS
- Albert J
- Albrand S
- Aleksa M
- Aleksandrov IN
- Alessandria F
- Alexa C
- Alexander G
- Alexandre G
- Alexopoulos T
- Alhroob M
- Aliev M
- Alimonti G
- Alison J
- Aliyev M
- Allport PP
- Allwood-Spiers SE
- Almenar CC
- Almond J
- Aloisio A
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- Zhemchugov A
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- Zitoun R
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- Zutshi V
- Zwalinski L
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/03/2013
- Field of study
The jet energy scale and its systematic uncertainty are determined for jets measured with the ATLAS detector at the LHC in proton-proton collision data at a centre-of-mass energy of √s = 7TeV corresponding to an integrated luminosity of 38 pb-1. Jets are reconstructed with the anti-kt algorithm with distance parameters R=0. 4 or R=0. 6. Jet energy and angle corrections are determined from Monte Carlo simulations to calibrate jets with transverse momenta pT≥20 GeV and pseudorapidities {pipe}η{pipe}<4. 5. The jet energy systematic uncertainty is estimated using the single isolated hadron response measured in situ and in test-beams, exploiting the transverse momentum balance between central and forward jets in events with dijet topologies and studying systematic variations in Monte Carlo simulations. The jet energy uncertainty is less than 2. 5 % in the central calorimeter region ({pipe}η{pipe}<0. 8) for jets with 60≤pT<800 GeV, and is maximally 14 % for pT<30 GeV in the most forward region 3. 2≤{pipe}η{pipe}<4. 5. The jet energy is validated for jet transverse momenta up to 1 TeV to the level of a few percent using several in situ techniques by comparing a well-known reference such as the recoiling photon pT, the sum of the transverse momenta of tracks associated to the jet, or a system of low-pT jets recoiling against a high-pT jet. More sophisticated jet calibration schemes are presented based on calorimeter cell energy density weighting or hadronic properties of jets, aiming for an improved jet energy resolution and a reduced flavour dependence of the jet response. The systematic uncertainty of the jet energy determined from a combination of in situ techniques is consistent with the one derived from single hadron response measurements over a wide kinematic range. The nominal corrections and uncertainties are derived for isolated jets in an inclusive sample of high-pT jets. Special cases such as event topologies with close-by jets, or selections of samples with an enhanced content of jets originating from light quarks, heavy quarks or gluons are also discussed and the corresponding uncertainties are determined. © 2013 CERN for the benefit of the ATLAS collaboration
Alignment of the ALICE Inner Tracking System with cosmic-ray tracks
- Author
- Aamodt K
- Abel N
- Abeysekara U
- Adamova D
- Aggarwal M
- Agocs AG
- Ahammed Z
- Ahmad A
- Ahmad N
- Ahn SU
- Akimoto R
- Akindinov A
- Aleksandrov D
- Alessandro B
- Alici A
- Alme J
- Alt T
- Altini V
- Altinpinar S
- Andrei C
- Andronic A
- Anelli G
- Angelov V
- Anson C
- Anticic T
- Antinori F
- Antinori S
- Antipin K
- Antonczyk D
- Antonioli P
- Anzo A
- Aphecetche L
- Appelshauser H
- Arcelli S
- Arceo R
- Arend A
- Armesto N
- Arnaldi R
- Aronsson T
- Arsene IC
- Asryan A
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- Publication venue
- Publication date
- 01/01/2010
- Field of study
37 pages, 15 figures, revised version, accepted by JINSTALICE (A Large Ion Collider Experiment) is the LHC (Large Hadron Collider) experiment devoted to investigating the strongly interacting matter created in nucleus-nucleus collisions at the LHC energies. The ALICE ITS, Inner Tracking System, consists of six cylindrical layers of silicon detectors with three different technologies; in the outward direction: two layers of pixel detectors, two layers each of drift, and strip detectors. The number of parameters to be determined in the spatial alignment of the 2198 sensor modules of the ITS is about 13,000. The target alignment precision is well below 10 micron in some cases (pixels). The sources of alignment information include survey measurements, and the reconstructed tracks from cosmic rays and from proton-proton collisions. The main track-based alignment method uses the Millepede global approach. An iterative local method was developed and used as well. We present the results obtained for the ITS alignment using about 10^5 charged tracks from cosmic rays that have been collected during summer 2008, with the ALICE solenoidal magnet switched off.Peer reviewe
Measurement of the cross-section for b-jets produced in association with a Z boson at root s=7 TeV with the ATLAS detector ATLAS Collaboration
- Author
- Aad G
- Abbott B
- Abdallah J
- Abdelalim AA
- Abdesselam A
- Abdinov O
- Abi B
- Abolins M
- Abramowicz H
- Abreu H
- Acerbi E
- Acharya BS
- Adams DL
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- Adelman J
- Aderholz M
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- Adye T
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- Aguilar-Saavedra JA
- Aharrouche M
- Ahlen SP
- Ahles F
- Ahmad A
- Ahsan M
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- Akesson TPA
- Akimoto G
- Akimov AV
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- Aleksandrov IN
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- Zsenei A
- zur Nedden M
- Zutshi V
- Zwalinski L
- Publication venue
- 'Elsevier BV'
- Publication date
- 01/01/2011
- Field of study
A measurement is presented of the inclusive cross-section for b-jet production in association with a Z boson in pp collisions at a centre-of-mass energy of root s = 7 TeV. The analysis uses the data sample collected by the ATLAS experiment in 2010, corresponding to an integrated luminosity of approximately 36 pb(-1). The event selection requires a Z boson decaying into high P-T electrons or muons, and at least one b-jet, identified by its displaced vertex, with transverse momentum p(T) > 25 GeV and rapidity vertical bar y vertical bar < 2.1. After subtraction of background processes, the yield is extracted from the vertex mass distribution of the candidate b-jets. The ratio of this cross-section to the inclusive Z cross-section (the average number of b-jets per Z event) is also measured. Both results are found to be in good agreement with perturbative QCD predictions at next-to-leading order
First measurement of the |t|-dependence of coherent J/ψ photonuclear production
- Author
- Acharya S
- Acosta FT
- Adam J
- Adamova D
- Adler A
- Adolfsson J
- Aggarwal MM
- Agnello M
- Agrawal N
- Ahammed Z
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- Zarochentsev A
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- Zhu Y
- Zichichi A
- Zimmermann MB
- Zinovjev G
- Zmeskal J
- Publication venue
- 'Elsevier BV'
- Publication date
- 01/01/2021
- Field of study
The first measurement of the cross section for coherent J/ψ photoproduction as a function of |t|, the square of the momentum transferred between the incoming and outgoing target nucleus, is presented. The data were measured with the ALICE detector in ultra-peripheral Pb–Pb collisions at a centre-of-mass energy per nucleon pair sNN=5.02TeV with the J/ψ produced in the central rapidity region |y|<0.8, which corresponds to the small Bjorken-x range (0.3−1.4)×10−3.
The measured |t|-dependence is not described by computations based only on the Pb nuclear form factor, while the photonuclear cross section is better reproduced by models including shadowing according to the leading-twist approximation, or gluon-saturation effects from the impact-parameter dependent Balitsky–Kovchegov equation. These new results are therefore a valid tool to constrain the relevant model parameters and to investigate the transverse gluonic structure at very low Bjorken-x.publishedVersio
Effects of alirocumab on types of myocardial infarction: insights from the ODYSSEY OUTCOMES trial
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- Yerra SK
- Yin W-H
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- Yoon JH
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- Zahger D
- Zaidman CJ
- Zainea M
- Zaman A
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- Zhang W
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- Zheng Y
- Zheng Z
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- Zhu H
- Zirlik A
- Zizka J
- Zong W
- Zrazhevsky K
- Zuniga JDH
- Zurakowski A
- Zuran I
- Zweiker R
- Publication venue
- 'Oxford University Press (OUP)'
- Publication date
- 01/01/2019
- Field of study
Aims The third Universal Definition of Myocardial Infarction (MI) Task Force classified MIs into five types: Type 1, spontaneous; Type 2, related to oxygen supply/demand imbalance; Type 3, fatal without ascertainment of cardiac biomarkers; Type 4, related to percutaneous coronary intervention; and Type 5, related to coronary artery bypass surgery. Low-density lipoprotein cholesterol (LDL-C) reduction with statins and proprotein convertase subtilisin–kexin Type 9 (PCSK9) inhibitors reduces risk of MI, but less is known about effects on types of MI. ODYSSEY OUTCOMES compared the PCSK9 inhibitor alirocumab with placebo in 18 924 patients with recent acute coronary syndrome (ACS) and elevated LDL-C (≥1.8 mmol/L) despite intensive statin therapy. In a pre-specified analysis, we assessed the effects of alirocumab on types of MI. Methods and results Median follow-up was 2.8 years. Myocardial infarction types were prospectively adjudicated and classified. Of 1860 total MIs, 1223 (65.8%) were adjudicated as Type 1, 386 (20.8%) as Type 2, and 244 (13.1%) as Type 4. Few events were Type 3 (n = 2) or Type 5 (n = 5). Alirocumab reduced first MIs [hazard ratio (HR) 0.85, 95% confidence interval (CI) 0.77–0.95; P = 0.003], with reductions in both Type 1 (HR 0.87, 95% CI 0.77–0.99; P = 0.032) and Type 2 (0.77, 0.61–0.97; P = 0.025), but not Type 4 MI. Conclusion After ACS, alirocumab added to intensive statin therapy favourably impacted on Type 1 and 2 MIs. The data indicate for the first time that a lipid-lowering therapy can attenuate the risk of Type 2 MI. Low-density lipoprotein cholesterol reduction below levels achievable with statins is an effective preventive strategy for both MI types.For complete list of authors see http://dx.doi.org/10.1093/eurheartj/ehz299</p
Resolving the strange behavior of extraterrestrial potassium in the upper atmosphere
- Author
- ACHARYA S
- ACOSTA FT
- ADAMOVA D
- ADOLFSSON J
- AGGARWAL MM
- AGNELLO M
- AGRAWAL N
- AHAMMED Z
- AHN SU
- AIOLA S
- AKINDINOV A
- AL-TURANY M
- ALAM SN
- ALBA JL
- ALBUQUERQUE DSD
- ALEKSANDROV D
- ALESSANDRO B
- ALI Y
- ALICI A
- ALKIN A
- ALME J
- ALT T
- ALTENKAMPER L
- ALTSYBEEV I
- ANAAM MN
- ANDREI C
- ANDREOU D
- ANDREWS HA
- ANDRONIC A
- ANGELETTI M
- ANGUELOV V
- ANSON C
- ANTICIC T
- ANTINORI F
- ANTONIOLI P
- ANWAR R
- APADULA N
- APHECETCHE L
- APPELSHAEUSER H
- ARCELLI S
- ARNALDI R
- ARNOLD OW
- ARSENE IC
- ARSLANDOK M
- AUDURIER B
- AUGUSTINUS A
- AVERBECK R
- AZMI MD
- BADALA A
- BAEK YW
- BAGNASCO S
- BAILHACHE R
- BAILLIE OV
- BALA R
- BALBASTRE GC
- BALDISSERI A
- BALL M
- BARAL RC
- BARBANO AM
- BARBERA R
- BARI D
- BARILE F
- BARIOGLIO L
- BARNAFOLDI GG
- BARNBY LS
- BARRET V
- BARROSO VC
- BARTALINI P
- BARTH K
- BARTSCH E
- BASTID N
- BASU S
- BATIGNE G
- BATYUNYA B
- BATZING PC
- BEARDEN IG
- BECK H
- BEDDA C
- BEHERA NK
- BELIKOV I
- BELLINI F
- BELLWIED R
- BELTRAN LGE
- BELYAEV V
- BENCEDI G
- BEOLE S
- BERCUCI A
- BERDNIKOV Y
- BERENYI D
- BERTENS RA
- BERZANO D
- BETEV L
- BHADURI PP
- BHASIN A
- BHAT IR
- BHATT H
- BHATTACHARJEE B
- BHOM J
- BIANCHI A
- BIANCHI L
- BIANCHI N
- BIELCIK J
- BIELCIKOVA J
- BILANDZIC A
- BIRO G
- BISWAS R
- BISWAS S
- BLAIR JT
- BLAU D
- BLUME C
- BOCA G
- BOCK F
- BOGDANOV A
- BOLDIZSAR L
- BOMBARA M
- BONOMI G
- BONORA M
- BOREL H
- BORISSOV A
- BORRI M
- BOTTA E
- BOURJAU C
- BRATRUD L
- BRAUN-MUNZINGER P
- BREGANT M
- BROKER TA
- BROZ M
- BRUCKEN EJ
- BRUNA E
- BRUNO GE
- BUDNIKOV D
- BUESCHING H
- BUFALINO S
- BUHLER P
- BUITRON SAI
- BUNCIC P
- BUSCH O
- BUSTAMANTE RTJ
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- BUTT JB
- BUXTON JT
- CABALA J
- CAFFARRI D
- CAHUANTZI M
- CAINES H
- CALIVA A
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- CAPON AA
- CARENA F
- CARENA W
- CARNESECCHI F
- CARO A
- CASTELLANOS J
- CASTRO AJ
- CASULA EAR
- CATALDO G
- CHANDRA S
- CHANG B
- CHANG W
- CHAPELAND S
- CHARTIER M
- CHATTOPADHYAY S
- CHATTOPADHYAY S
- CHAUVIN A
- CHESHKOV C
- CHEYNIS B
- CHINELLATO DD
- CHO S
- CHOCHULA P
- CHOWDHURY T
- CHRISTAKOGLOU P
- CHRISTENSEN CH
- CHRISTIANSEN P
- CHUJO T
- CHUNG SU
- CICALO C
- CIFARELLI L
- CINDOLO F
- CLEYMANS J
- COLAMARIA F
- COLELLA D
- COLLABORATION A
- COLLU A
- COLOCCI M
- CONCAS M
- CONTI C
- CONTRERAS JG
- CORAL DM
- CORMIER TM
- CORRAL G
- CORTESE P
- COSENTINO MR
- COSTA F
- COSTA HP
- COSTANZA S
- CRKOVSKA J
- CROCHET P
- CUAUTLE E
- CUNQUEIRO L
- CUVELAND J
- DA LUZ H
- DA SILVA AC
- DAHMS T
- DAINESE A
- DANI S
- DANISCH MC
- DANU A
- DAS D
- DAS I
- DAS S
- DASH A
- DASH S
- DE S
- DEGENHARDT HF
- DEISTING A
- DELOFF A
- DELSANTO S
- DEPLANO C
- DHANKHER P
- DIAZ RA
- DIETEL T
- DILLENSEGER P
- DING Y
- DIVIA R
- DJUVSLAND O
- DOBRIN A
- DOCE OV
- DOENIGUS B
- DORDIC O
- DOREMALEN LVR
- DUBEY AK
- DUBLA A
- DUCATI MB
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- DUDI S
- DUGGAL AK
- DUKHISHYAM M
- DUPIEUX P
- EHLERS RJ
- ELIA D
- ENDRESS E
- ENGEL H
- EPPLE E
- ERAZMUS B
- ERHARDT F
- ERSDAL MR
- ESPAGNON B
- EULISSE G
- EUM J
- EVANS D
- EVDOKIMOV S
- FABBIETTI L
- FAGGIN M
- FAIVRE J
- FALCO A
- FANTONI A
- FASEL M
- FELDKAMP L
- FELICIELLO A
- FEOFILOV G
- FERRETTI A
- FESTANTI A
- FEUILLARD VJG
- FIGIEL J
- FIGUEREDO MAS
- FILCHAGIN S
- FINOGEEV D
- FIONDA FM
- FIORENZA G
- FLOR F
- FLORIS M
- FOERTSCH S
- FOKA P
- FOKIN S
- FRAGIACOMO E
- FRANCESCON A
- FRANCISCO A
- FRANKENFELD U
- FRONZE GG
- FUCHS U
- FURGET C
- FURS A
- GAARDHOJE JJ
- GAGLIARDI M
- GAGO AM
- GAJDOSOVA K
- GALLIO M
- GALVAN CD
- GANOTI P
- GARABATOS C
- GARCIA G
- GARCIA-SOLIS E
- GARG K
- GARGIULO C
- GASIK P
- GAUGER EF
- GERMAIN M
- GHOSH J
- GHOSH P
- GHOSH SK
- GIANOTTI P
- GIMENEZ DD
- GIRARD MF
- GIUBELLINO P
- GIUBILATO P
- GLAESSEL P
- GODOY DAM
- GONZALEZ V
- GONZALEZ-ZAMORA P
- GORBUNOV S
- GORLICH L
- GOTOVAC S
- GRABSKI V
- GRACZYKOWSKI LK
- GRAHAM KL
- GREINER L
- GRELLI A
- GRIGORAS C
- GRIGORIEV V
- GRIGORYAN A
- GRIGORYAN S
- GRONEFELD JM
- GROSA F
- GROSSE-OETRINGHAUS JF
- GROSSO R
- GRUTTOLA D
- GUERNANE R
- GUERZONI B
- GUITTIERE M
- GULBRANDSEN K
- GUNJI T
- GUPTA A
- GUPTA R
- GUZMAN IB
- HAAKE R
- HABIB MK
- HADJIDAKIS C
- HALLER B
- HAMAGAKI H
- HAMAR G
- HAMID M
- HAMON JC
- HANNIGAN R
- HAQUE MR
- HARRIS JW
- HARTON A
- HASSAN H
- HATZIFOTIADOU D
- HAYASHI S
- HECKEL ST
- HELLBAER E
- HELSTRUP H
- HERGHELEGIU A
- HERNANDEZ EG
- HERRMANN F
- HETLAND KF
- HILDEN TE
- HILLEMANNS H
- HILLS C
- HIPPOLYTE B
- HOHLWEGER B
- HOORNE JW
- HORAK D
- HORNUNG S
- HOSOKAWA R
- HOTA J
- HRISTOV P
- HUANG C
- HUGHES C
- HUHN P
- HUMANIC TJ
- HUSHNUD H
- HUSSAIN N
- HUSSAIN T
- HUTTER D
- HWANG DS
- IDDON JP
- ILKAEV R
- INABA M
- IPPOLITOV M
- ISLAM MS
- IVANOV M
- IVANOV V
- IZUCHEEV V
- JACAK B
- JACAZIO N
- JACOBS PM
- JADHAV MB
- JADLOVSKA S
- JADLOVSKY J
- JAELANI S
- JAHNKE C
- JAKUBOWSKA MJ
- JANIK MA
- JENA C
- JERCIC M
- JEVONS O
- JIN M
- JONES PG
- JUSKO A
- KALINAK P
- KALWEIT A
- KANG JH
- KAPLIN V
- KAR S
- KARAVICHEV O
- KARAVICHEVA T
- KARCZMARCZYK P
- KARPECHEV E
- KEBSCHULL U
- KEIDEL R
- KEIJDENER DLD
- KEIL M
- KETZER B
- KHABANOVA Z
- KHAN AM
- KHAN MM
- KHAN S
- KHAN SA
- KHANZADEEV A
- KHARLOV Y
- KHATUN A
- KHUNTIA A
- KIELBOWICZ MM
- KILENG B
- KIM B
- KIM D
- KIM DJ
- KIM EJ
- KIM H
- KIM J
- KIM JS
- KIM M
- KIM S
- KIM T
- KIM T
- KIRSCH S
- KISEL I
- KISELEV S
- KISIEL A
- KLAY JL
- KLEIN C
- KLEIN J
- KLEIN-BOESING C
- KLEWIN S
- KLUGE A
- KNICHEL ML
- KNOSPE AG
- KOBDAJ C
- KOEHLER MK
- KOFARAGO M
- KOLLEGGER T
- KONDRATYEVA N
- KONDRATYUK E
- KONEVSKIKH A
- KONYUSHIKHIN M
- KOVALENKO O
- KOVALENKO V
- KOWALSKI M
- KRALIK I
- KRAVCAKOVA A
- KREIS L
- KRIVDA M
- KRIZEK F
- KRUEGER M
- KRYSHEN E
- KRZEWICKI M
- KUBERA AM
- KUCERA V
- KUHN C
- KUIJER PG
- KUMAR J
- KUMAR L
- KUMAR S
- KUNDU S
- KURASHVILI P
- KUREPIN A
- KUREPIN AB
- KURYAKIN A
- KUSHPIL S
- KVAPIL J
- KWEON MJ
- KWON Y
- LAI YS
- LAKOMOV I
- LANGOY R
- LAPIDUS K
- LARA C
- LARDEUX A
- LARIONOV P
- LAUDI E
- LAVICKA R
- LEA R
- LEARDINI L
- LEE S
- LEEUWEN M
- LEHAS F
- LEHNER S
- LEHRBACH J
- LEMMON RC
- LEVAI P
- LEZAMA EP
- LI X
- LI XL
- LIEN J
- LIETAVA R
- LIM B
- LIMON S
- LINDAL S
- LINDENSTRUTH V
- LINDSAY SW
- LIPPMANN C
- LISA MA
- LITICHEVSKYI V
- LIU A
- LJUNGGREN HM
- LLOPE WJ
- LODATO DF
- LOGINOV V
- LOIZIDES C
- LONCAR P
- LOPEZ X
- LOWE A
- LUETTIG P
- LUHDER JR
- LUNARDON M
- LUPARELLO G
- LUPI M
- MAEVSKAYA A
- MAGER M
- MAHMOOD SM
- MAIRE A
- MAJKA RD
- MAL'KEVICH D
- MALAEV M
- MALIK QW
- MALININA L
- MALZACHER P
- MAMONOV A
- MANKO V
- MANSO F
- MANZARI V
- MAO Y
- MARCHISONE M
- MARCO N
- MARES J
- MARGAGLIOTTI GV
- MARGOTTI A
- MARGUTTI J
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- MURAKAMI H
- MURRAY S
- MUSA L
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- MYERS CJ
- MYRCHA JW
- NAIK B
- NAIR R
- NANDI BK
- NANIA R
- NAPPI E
- NARAYAN A
- NARU MU
- NASSIRPOUR AF
- NATTRASS C
- NAVARRO SR
- NAYAK K
- NAYAK R
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- SETT P
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- SHABANOV A
- SHABETAI A
- SHAHOYAN R
- SHAIKH W
- SHANGARAEV A
- SHARMA A
- SHARMA A
- SHARMA M
- SHARMA N
- SHEIKH AI
- SHIGAKI K
- SHIMOMURA M
- SHIRINKIN S
- SHOU Q
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- SIBIRIAK Y
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- SIMATOVIC G
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- SORENSEN S
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- STACHEL J
- STAN I
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- STOCCO D
- STORETVEDT MM
- STRMEN P
- SUAIDE AAP
- SUGITATE T
- SUIRE C
- SULEYMANOV M
- SULJIC M
- SULTANOV R
- SUMBERA M
- SUMOWIDAGDO S
- SUZUKI K
- SWAIN S
- SZABO A
- SZARKA I
- TABASSAM U
- TAKAHASHI J
- TAMBAVE GJ
- TANAKA N
- TARHINI M
- TARIQ M
- TARZILA MG
- TAURO A
- TELESCA A
- TELLEZ A
- TELLO A
- TERREVOLI C
- TEYSSIER B
- THAKUR D
- THAKUR S
- THOMAS D
- THORESEN F
- TIEULENT R
- TIKHONOV A
- TIMMINS AR
- TOIA A
- TOPILSKAYA N
- TOPPI M
- TORRES E
- TORRES SR
- TRIPATHY S
- TROGOLO S
- TROMBETTA G
- TROPP L
- TRUBNIKOV V
- TRZASKA WH
- TRZCINSKI TP
- TRZECIAK BA
- TSUJI T
- TUMKIN A
- TURRISI R
- TVETER TS
- ULLALAND K
- UMAKA EN
- URAS A
- USAI GL
- UTROBICIC A
- UYSAL AK
- VALA M
- VALLE ZC
- VARGA D
- VARGAS A
- VARGYAS M
- VARMA R
- VASILEIOU M
- VASILIEV A
- VAUTHIER A
- VECHERNIN V
- VEEN AM
- VELASQUEZ A
- VERCELLIN E
- VERMUNT L
- VERNET R
- VERTESI R
- VICKOVIC L
- VIINIKAINEN J
- VILAKAZI Z
- VILLAR E
- VINOGRADOV A
- VIRGILI T
- VISLAVICIUS V
- VODOPYANOV A
- VOELKL MA
- VOLOSHIN K
- VOLOSHIN SA
- VOLPE G
- VOROBYEV I
- VOSCEK D
- VRANIC D
- VRLAKOVA J
- VYVRE P
- WAGNER B
- WANG H
- WANG M
- WATANABE Y
- WEBER M
- WEBER SG
- WEGRZYNEK A
- WEISER DF
- WENZEL SC
- WESSELS JP
- WESTERHOFF U
- WHITEHEAD AM
- WIECHULA J
- WIKNE J
- WILK G
- WILKINSON J
- WILLEMS GA
- WILLIAMS MCS
- WILLSHER E
- WINDELBAND B
- WITT WE
- XU R
- YALCIN S
- YAMAKAWA K
- YANO S
- YIN Z
- YOKOYAMA H
- YOO IK
- YOON JH
- YURCHENKO V
- ZACCOLO V
- ZAMAN A
- ZAMPOLLI C
- ZANOLI HJC
- ZARDOSHTI N
- ZAROCHENTSEV A
- ZAVADA P
- ZAVIYALOV N
- ZBROSZCZYK H
- ZHALOV M
- ZHANG X
- ZHANG Y
- ZHANG Z
- ZHAO C
- ZHEREBCHEVSKII V
- ZHIGAREVA N
- ZHOU D
- ZHOU Y
- ZHOU Z
- ZHU H
- ZHU J
- ZHU Y
- ZICHICHI A
- ZIMMERMANN MB
- ZINOVJEV G
- ZMESKAL J
- ZOU S
- Publication venue
- 'Wiley'
- Publication date
- 01/01/2014
- Field of study
It has been known since the 1960s that the layers of Na and K atoms, which occur between 80 and 105 km in the Earth's atmosphere as a result of meteoric ablation, exhibit completely different seasonal behavior. In the extratropics Na varies annually, with a pronounced wintertime maximum and summertime minimum. However, K varies semiannually with a small summertime maximum and minima at the equinoxes. This contrasting behavior has never been satisfactorily explained. Here we use a combination of electronic structure and chemical kinetic rate theory to determine two key differences in the chemistries of K and Na. First, the neutralization of K+ ions is only favored at low temperatures during summer. Second, cycling between K and its major neutral reservoir KHCO3 is essentially temperature independent. A whole atmosphere model incorporating this new chemistry, together with a meteor input function, now correctly predicts the seasonal behavior of the K layer
Particle identification in ALICE : a Bayesian approach
- Author
- Adam J
- Adamova D
- Aggarwal MM
- Agnello M
- Agrawal N
- Ahammed Z
- Ahmad S
- Ahn SU
- Aiola S
- Akindinov A
- Alam SN
- Albuquerque DSD
- Aleksandrov D
- Alessandro B
- Alexandre D
- Alfaro Molina R
- Alici A
- Alkin A
- Almaraz JRM
- Alme J
- Alt T
- Altinpinar S
- Altsybeev I
- Alves Garcia Prado C
- Andrei C
- Andronic A
- Anguelov V
- Anticic T
- Antinori F
- Antonioli P
- Aphecetche L
- Appelshaeuser H
- Arcelli S
- Arnaldi R
- Arnold OW
- Arsene IC
- Arslandok M
- Audurier B
- Augustinus A
- Averbeck R
- Azmi MD
- Badala A
- Baek YW
- Bagnasco S
- Bailhache R
- Baillie OV
- Bala R
- Balasubramanian S
- Balbastre GC
- Baldisseri A
- Baral RC
- Barbano AM
- Barbera R
- Barile F
- Barnafoeldi GG
- Barnby LS
- Barret V
- Barroso VC
- Bartalini P
- Barth K
- Bartke J
- Bartsch E
- Basile M
- Bastid N
- Basu S
- Bathen B
- Batigne G
- Batyunya B
- Batzing PC
- Bearden IG
- Beck H
- Bedda C
- Behera NK
- Belikov I
- Bellini F
- Bello Martinez H
- Bellwied R
- Belmont R
- Belmont-Moreno E
- Belyaev V
- Benacek P
- Bencedi G
- Beole S
- Berceanu I
- Bercuci A
- Berdnikov Y
- Berenyi D
- Bertens RA
- Berzano D
- Betev L
- Bhasin A
- Bhat IR
- Bhati AK
- Bhattacharjee B
- Bhom J
- Bianchi L
- Bianchi N
- Bianchin C
- Bielcik J
- Bielcikova J
- Bilandzic A
- Biro G
- Biswas R
- Biswas S
- Bjelogrlic S
- Blair JT
- Blanco JM
- Blau D
- Blume C
- Bock F
- Bogdanov A
- Boggild H
- Boldizsar L
- Bombara M
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- Borel H
- Borissov A
- Borri M
- Bossu F
- Botta E
- Bourjau C
- Braun-Munzinger P
- Bregant M
- Breitner T
- Broker TA
- Browning TA
- Broz M
- Brucken EJ
- Bruna E
- Bruno GE
- Budnikov D
- Buesching H
- Bufalino S
- Buncic P
- Busch O
- Bustamante RTJ
- Buthelezi Z
- Butt JB
- Buxton JT
- Cabala J
- Caffarri D
- Cai X
- Caines H
- Caliva A
- Calvo Villar E
- Camejo AB
- Camerini P
- Carena F
- Carena W
- Carnesecchi F
- Castellanos JC
- Castro AJ
- Casula EAR
- Cepila J
- Cerello P
- Cerkala J
- Chang B
- Chapeland S
- Chartier M
- Charvet JL
- Chattopadhyay S
- Chattopadhyay S
- Chauvin A
- Chelnokov V
- Cherney M
- Cheshkov C
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- Chinellato DD
- Cho S
- Chochula P
- Choi K
- Chojnacki M
- Choudhury S
- Christakoglou P
- Christensen CH
- Christiansen P
- Chujo T
- Chung SU
- Cicalo C
- Cifarelli L
- Cindolo F
- Cleymans J
- Colamaria F
- Colella D
- Collaboration ALICE
- Collu A
- Colocci M
- Connors ME
- Contreras JG
- Corchero MAD
- Cormier TM
- Cortes Maldonado I
- Cortese P
- Cosentino MR
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- Cruz Albino R
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- Cunqueiro L
- Da Costa HP
- Dahms T
- Dainese A
- Danisch MC
- Danu A
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- De Caro A
- de Cataldo G
- de Conti C
- de Cuveland J
- De Falco A
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- de Souza RD
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- del Valle ZC
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- Doenigus B
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- Erdemir I
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- Feofilov G
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- Girard MF
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- Giubilato P
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- Glaessel P
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- Gomez Coral DM
- Gonzalez AS
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- Gorbunov S
- Gotovac S
- Grabski V
- Grachov OA
- Graczykowski LK
- Graham KL
- Grelli A
- Grigoras A
- Grigoras C
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- Heckel ST
- Hellbaer E
- Helstrup H
- Herghelegiu A
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- Hess BA
- Hetland KF
- Hillemanns H
- Hippolyte B
- Horak D
- Hosokawa R
- Hristov P
- Humanic TJ
- Hussain N
- Hussain T
- Hutter D
- Hwang DS
- Ilkaev R
- Inaba M
- Incani E
- Ippolitov M
- Irfan M
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- Keijdener DLD
- Keil M
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- Khan P
- Khan SA
- Khanzadeev A
- Kharlov Y
- Kileng B
- Kim D
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- Kisel I
- Kiselev S
- Kisiel A
- Kiss G
- Klay JL
- Klein C
- Klein J
- Klein-Boesing C
- Klewin S
- Kluge A
- Knichel ML
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- Kobdaj C
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- Kollegger T
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- Kondratiev V
- Kondratyeva N
- Kondratyuk E
- Konevskikh A
- Kopcik M
- Kostarakis P
- Kour M
- Kouzinopoulos C
- Kovalenko O
- Kovalenko V
- Kowalski M
- Kralik I
- Kravcakova A
- Krivda M
- Krizek F
- Kryshen E
- Krzewicki M
- Kubera AM
- Kucera V
- Kuhn C
- Kuijer PG
- Kumar A
- Kumar J
- Kumar L
- Kumar S
- Kurashvili P
- Kurepin A
- Kurepin AB
- Kuryakin A
- Kweon MJ
- Kwon Y
- La Pointe SL
- La Rocca P
- Ladron de Guevara P
- Lagana Fernandes C
- Lakomov I
- Langoy R
- Lara C
- Lara CEP
- Lardeux A
- Lattuca A
- Laudi E
- Lea R
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- Lee GR
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- Lezama EP
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- Lodato DF
- Loenne PI
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- Malaev M
- Maldonado Cervantes I
- Malinina L
- Malzacher P
- Mamonov A
- Manko V
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- Marchisone M
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- Mieskolainen MM
- Mikhaylov K
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- Nandi BK
- Nania R
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- Navarro SR
- Nayak K
- Nayak R
- Nayak TK
- Nazarenko S
- Nedosekin A
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- Nicassio M
- Niculescu M
- Niedziela J
- Nielsen BS
- Nikolaev S
- Nikulin S
- Nikulin V
- Noferini F
- Nomokonov P
- Nooren G
- Noris JCC
- Norman J
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- Nystrand J
- Oeschler H
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- Oliveira Da Silva AC
- Oliver MH
- Onderwaater J
- Oppedisano C
- Orava R
- Oravec M
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- Publication venue
- Publication date
- 01/01/2016
- Field of study
Peer reviewe
Flow Dominance and Factorization of Transverse Momentum Correlations in Pb-Pb Collisions at the LHC
- Author
- Adam J
- Adamova D
- Aggarwal MM
- Agnello M
- Agrawa N
- Ahammed Z
- Ahmad S
- Ahn SU
- Aiola S
- Akindinov A
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- Aleksandrov D
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- Alexandre D
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- Sharma M
- Sharma N
- Sheikh AI
- Shigaki K
- Shou Q
- Shtejer K
- Sibiriak Y
- Siddhanta S
- Sielewicz KM
- Siemiarczuk T
- Silvemiyr D
- Silvestre C
- Simatovic G
- Simonetti G
- Singaraju R
- Singh R
- Singhal V
- Sinha T
- Sitar B
- Sitta M
- Skaali TB
- Slupecki M
- Smimov N
- Snellings RJM
- Snellman TW
- Song J
- Song M
- Soramel F
- Sorensen S
- Sozzi F
- Spiriti E
- Sputowska I
- Srivastava BK
- Stachel J
- Stan I
- Stankus P
- Stenlund E
- Stiller JH
- Stocco D
- Strmen P
- Suaide AAP
- Sugitate T
- Suire C
- Suleymanov M
- Suljic M
- Sultanov R
- Sumbera M
- Sumowidagdo S
- Suzuki K
- Swain S
- Szabo A
- Szarka I
- Szczepankiewicz A
- Szymanski M
- Tabassam U
- Takahashi J
- Tambave GJ
- Tanaka N
- Tarhini M
- Tariq M
- Tarzila MG
- Tauro A
- Tejeda Munoz G
- Telesca A
- Terasaki K
- Terrevoli C
- Teyssier B
- Thakur D
- Thomas D
- Tieulent R
- Tikhonov A
- Timmins AR
- Toia A
- Tripathy S
- Trogolo S
- Trombetta G
- Trubnikov V
- Trzaska WH
- Trzeciak BA
- Tsuji T
- Tumkin A
- Turrisi R
- Tveter TS
- Ullaland K
- Umaka EN
- Uras A
- Usai GL
- Utrobicic A
- Uysal A Karasu
- Vala M
- Van der Maarel J
- Van Hoorne JW
- van Leeuwen M
- Vanat T
- Varga D
- Vargas A
- Vargyas M
- Varma R
- Vasileiou M
- Vasiliev A
- Vauthier A
- Vazquez Doce O
- Vechernin V
- Veen AM
- Velure A
- Vercellin E
- Vergara Limon S
- Vernet R
- Vertesi R
- Vickovic L
- Vigolo S
- Viinikainen J
- Vilakazi Z
- Villar E Calvo
- Villatoro Tello A
- Vinogradov A
- Vinogradov L
- Virgili T
- Vislavicius V
- Vodopyanov A
- Voelkl MA
- Voloshin K
- Voloshin SA
- Volpe G
- von Haller B
- Vorobyev I
- Voscek D
- Vranic D
- Vrlakova J
- Vyvre P Vande
- Wagner B
- Wagner J
- Wang H
- Wang M
- Watanabe D
- Watanabe Y
- Weber M
- Weber SG
- Weiser DF
- Wessels JP
- Westerhoff U
- Whitehead AM
- Wiechula J
- Wikne J
- Wilk G
- Wilkinson J
- Willems GA
- Williams MCS
- Windelband B
- Witt WE
- Yalcin S
- Yang P
- Yano S
- Yin Z
- Yokoyama H
- Yoo I-K
- Yoon JH
- Yurchenko V
- Zaccolo V
- Zaman A
- Zampolli C
- Zanoli HJC
- Zaporozhets S
- Zardoshti N
- Zarochentsev A
- Zavada P
- Zaviyalov N
- Zbroszczyk H
- Zhalov M
- Zhang C
- Zhang H
- Zhang X
- Zhang Y
- Zhang Z
- Zhao C
- Zhigareva N
- Zhou D
- Zhou Y
- Zhou Z
- Zhu H
- Zhu J
- Zhu X
- Zichichi A
- Zimmermann A
- Zimmermann MB
- Zimmermann S
- Zinovjev G
- Zmeskal J
- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 01/01/2017
- Field of study
We present the first measurement of the two-particle transverse momentum differential correlation function, P2≡ ΔpTΔpT/ pT2, in Pb-Pb collisions at sNN=2.76 TeV. Results for P2 are reported as a function of the relative pseudorapidity (Δη) and azimuthal angle (Δφ) between two particles for different collision centralities. The Δφ dependence is found to be largely independent of Δη for |Δη|≥0.9. In the 5% most central Pb-Pb collisions, the two-particle transverse momentum correlation function exhibits a clear double-hump structure around Δφ=π (i.e., on the away side), which is not observed in number correlations in the same centrality range, and thus provides an indication of the dominance of triangular flow in this collision centrality. Fourier decompositions of P2, studied as a function of the collision centrality, show that correlations at |Δη|≥0.9 can be well reproduced by a flow ansatz based on the notion that measured transverse momentum correlations are strictly determined by the collective motion of the system
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