1,126 research outputs found
Comparison of efficiency between i-gel blind intubation and i-gel-assisted bronchoscopic intubation during cardiopulmonary resuscitation: randomized simulation study
- Publication venue
- Springer Science and Business Media LLC
- Publication date
- 01/10/2015
- Field of study
Fabrication of 3D NiO-YSZ structures for enhanced performance of solid oxide fuel cells and electrolysers
- Author
- Publication venue
- 'Elsevier BV'
- Publication date
- 09/03/2022
- Field of study
Increasing densities of (electrode–electrolyte-pore) triple phase boundaries (TPBs) / reaction sites enhance performances of solid oxide electrochemical reactors (SOERs) in both fuel cell (SOFC) and electrolyser (SOE) modes. Inkjet 3D printing is capable of construction of ceramic microstructures on support layers, enabling fabrication of SOERs with enhanced active area to geometric area ratios, thereby up-scaling effective areas / TBP lengths per unit volume. A Ni(O)-YSZ functional layer was designed and 3D inkjet printed with a surface of circular pillars, a facile geometry for printing that increased the interfacial to geometric area ratio. Deposition of further functional layers and sintering resulted in fully fabricated reactors with structures: H2O-H2 | Ni(O)-YSZ support | Ni(O)-YSZ pillars | YSZ | YSZ-LSM | O2, Air. The corresponding planar structured cell also was fabricated with the same components, for comparison of its electrochemical performance with that of the pillar-structured cell. The latter exhibited performance enhancement over its planar counterpart by factors of ca. 1.5 in fuel cell mode, ca. 3 in steam electrolysis mode, and ca. 4–5 in CO2 electrolysis mode, thereby demonstrating the potential of geometric structuring of electrode | electrolyte interfaces by 3D printing for developing higher performance SOERs
Core components for effective infection prevention and control programmes: new WHO evidence-based recommendations
- Author
- A Higgins
- A Jamal
- A Lipitz-Snyderman
- A Pinto
- AF Vicca
- AJ Howie
- AM Yinnon
- AR Marra
- AS Mathai
- B Allegranzi
- BA Mark
- BN Reames
- BS Koll
- BW Thomas
- C Brandt
- C Fuller
- CS Cocanour
- D Fisher
- D Pittet
- D Pittet
- D Quiros
- DD Wirtschafter
- DG Bundy
- DJ Birnbach
- DM Henderson
- E Creamer
- Effective Practice and Organisation of Care (EPOC)
- EG Shepherd
- EL Geubbels
- EL Larson
- F L’Heriteau
- F Schwab
- G Pontivivo
- GB Allen
- GH Guyatt
- HW Kilbride
- I Zuschneid
- International Health Regulations
- J Alonso-Echanove
- J Bion
- J Blatnik
- J Mayer
- J Robert
- JA Al-Tawfiq
- JA Marsteller
- JB Cunningham
- JB Cunningham
- JB Cunningham
- JH Barsuk
- JH Jang
- JJ Anderson
- JW Lederer Jr
- KB Kirkland
- KB Stevenson
- L Bouadma
- L Charrier
- L Gerolemou
- L Johnson
- L Rubinson
- LA Mermel
- LJ Damschroder
- LL McKinley
- M Thomas
- M Virtanen
- M Whitby
- MA Borg
- MA Borg
- MD Koff
- ML Grayson
- ML McLaws
- ML McLaws
- ML Render
- ML Schweizer
- MR Miller
- MR Miller
- N Petrosillo
- P Eggimann
- P Gastmeier
- P Gastmeier
- P Gastmeier
- P Gastmeier
- PW Nicol
- R Jain
- R Peredo
- RJ Sherertz
- RM Sladek
- RW Haley
- S Barwolff
- S Hansen
- S Hugonnet
- S Hugonnet
- S Hugonnet
- S Newitt
- S Nijssen
- SA Creedon
- SC Joshi
- SI Doron
- SK Fridkin
- SM Brown
- SR Lieber
- TR Talbot
- V Rodriguez
- VA DePalo
- VD Rosenthal
- VD Rosenthal
- VD Rosenthal
- VD Rosenthal
- W Moongtui
- W Turnberg
- W Zingg
- W Zingg
- W Zingg
- WN Viana
- YL Kwok
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2017
- Field of study
Abstract
Health care-associated infections (HAI) are a major public health problem with a significant impact on morbidity, mortality and quality of life. They represent also an important economic burden to health systems worldwide. However, a large proportion of HAI are preventable through effective infection prevention and control (IPC) measures. Improvements in IPC at the national and facility level are critical for the successful containment of antimicrobial resistance and the prevention of HAI, including outbreaks of highly transmissible diseases through high quality care within the context of universal health coverage. Given the limited availability of IPC evidence-based guidance and standards, the World Health Organization (WHO) decided to prioritize the development of global recommendations on the core components of effective IPC programmes both at the national and acute health care facility level, based on systematic literature reviews and expert consensus. The aim of the guideline development process was to identify the evidence and evaluate its quality, consider patient values and preferences, resource implications, and the feasibility and acceptability of the recommendations. As a result, 11 recommendations and three good practice statements are presented here, including a summary of the supporting evidence, and form the substance of a new WHO IPC guideline
Wall-thickness-dependent strength of nanotubular ZnO
- Author
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/06/2017
- Field of study
We fabricate nanotubular ZnO with wall thickness of 45, 92, 123 nm using nanoporous gold (np-Au) with ligament diameter at necks of 1.43 mu m as sacrificial template. Through micro-tensile and micro-compressive testing of nanotubular ZnO structures, we find that the exponent m in (sigma) over bar proportional to (rho) over bar (m), where (sigma) over bar is the relative strength and (rho) over bar is the relative density, for tension is 1.09 and for compression is 0.63. Both exponents are lower than the value of 1.5 in the Gibson-Ashby model that describes the relation between relative strength and relative density where the strength of constituent material is independent of external size, which indicates that strength of constituent ZnO increases as wall thickness decreases. We find, based on hole-nanoindentation and glazing incidence X-ray diffraction, that this wall-thickness-dependent strength of nanotubular ZnO is not caused by strengthening of constituent ZnO by size reduction at the nanoscale. Finite element analysis suggests that the wall-thickness-dependent strength of nanotubular ZnO originates from nanotubular structures formed on ligaments of np-Au
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
- Bielcikova J
- Bjelogrlic S
- Blanco F
- Blanco F
- Blau D
- Blume C
- Boccioli M
- Bock N
- Bogdanov A
- Boggild H
- Bogolyubsky M
- Boldizsar L
- Bombara M
- Book J
- Borel H
- Borissov A
- Bornec YL
- Bose S
- Bossu F
- Botje M
- Bottger S
- Boyer B
- Braidot E
- Braun-Munzinger P
- Bregant M
- Breitner T
- Browning TA
- Broz M
- Brun R
- Bruna E
- Bruno GE
- Budnikov D
- Buesching H
- Bufalino S
- Bugaiev K
- Busch O
- Bustamante RTJ
- Buthelezi Z
- Caffarri D
- Cahuantzi MR
- Cai X
- Caines H
- Camerini P
- Carena F
- Carena W
- Carminati F
- Caro AD
- Castellanos JC
- Castro XS
- Casula EAR
- Cataldo GD
- Catanescu V
- Cavicchioli C
- Cepila J
- Cerello P
- Cervantes IM
- Chang B
- Chapeland S
- Charvet JL
- Chattopadhyay S
- Chattopadhyay S
- Chawla I
- Cherney M
- Cheshkov C
- Cheynis B
- Chiavassa E
- Chinellato DD
- Chochula P
- Chojnacki M
- Christakoglou P
- Christensen CH
- Christiansen P
- Chujo T
- Chung SU
- Cicalo C
- Cifarelli L
- Cindolo F
- Cleymans J
- Coccetti F
- Colamaria F
- Colella D
- Collaboration ALICE
- Constantin P
- Contin G
- Contreras JG
- Corchero MAD
- Cormier TM
- Corral GH
- Cortese P
- Cosentino MR
- Costa F
- Cotallo ME
- Crescio E
- Crochet P
- Cuautle E
- Cunqueiro L
- Cuveland JD
- Dainese A
- Dalsgaard HH
- Danu A
- Das D
- Das I
- Das K
- Dash A
- Dash S
- Davalos AM
- De S
- Delagrange H
- Deloff A
- Demanov V
- Denes E
- Deppman A
- Diaz AC
- Dietel T
- Divia R
- Djuvsland O
- Dobrin A
- Dobrowolski T
- Dominguez I
- Don CKK
- Donigus B
- Dordic O
- Driga O
- Dubey AK
- Ducroux L
- Dupieux P
- Elia D
- Emschermann D
- Engel H
- Erasmo GD
- Erdal HA
- Espagnon B
- Estienne M
- Esumi S
- Evans D
- Eyyubova G
- Fabris D
- Faivre J
- Falchieri D
- Falco AD
- Fantoni A
- Fasel M
- Fearick R
- Fedunov A
- Fehlker D
- Feldkamp L
- Felea D
- Feofilov G
- Ferreiro EG
- Ferretti A
- Ferretti R
- Ferroli RB
- Figiel J
- Figueredo MAS
- Filchagin S
- Filho EPDO
- Filho NC
- Finogeev D
- Fionda FM
- Fiore EM
- Floris M
- Foertsch S
- Foka P
- Fokin S
- Fragiacomo E
- Fragkiadakis M
- Frankenfeld U
- Fuchs U
- Furget C
- Gaardhoje JJ
- Gagliardi M
- Gago A
- Gallio M
- Gangadharan DR
- Ganoti P
- Garabatos C
- Garcia GM
- Garcia-Solis E
- Garishvili I
- Gerhard J
- Germain M
- Geuna C
- Gheata A
- Gheata M
- Ghidini B
- Ghosh P
- Gianotti P
- Giglio CD
- Girard MF
- Girard MR
- Giubellino P
- Gladysz-Dziadus E
- Glassel P
- Godoy DAMD
- Gomez R
- Gonzalez-Trueba LH
- Gonzalez-Zamora P
- Gorbunov S
- Goswami A
- Gotovac S
- Grabski V
- Graczykowski LK
- Grajcarek R
- Grelli A
- Grigoras A
- Grigoras C
- Grigoriev V
- Grigoryan A
- Grigoryan S
- Grinyov B
- Grion N
- Gros P
- Grosse-Oetringhaus JF
- Grossiord JY
- Grosso R
- Gruttola DD
- Guber F
- Guernane R
- Guerzoni B
- Guevara PLD
- Guilbaud M
- Gulbrandsen K
- Gunji T
- Gupta A
- Gupta R
- Gutbrod H
- Gutierrez CG
- Haaland O
- Hadjidakis C
- Haiduc M
- Haller BV
- Hamagaki H
- Hamar G
- Han BH
- Hanratty LD
- Hansen A
- Harmanova Z
- Harris JW
- Hartig M
- Hasegan D
- Hatzifotiadou D
- Hayrapetyan A
- Heckel ST
- Heide M
- Helstrup H
- Herghelegiu A
- Hernandez JFC
- Herrmann N
- Hetland KF
- Hicks B
- Hille PT
- Hippolyte B
- Horaguchi T
- Hori Y
- Hristov P
- Hrivnacova I
- Huang M
- Huber S
- Humanic TJ
- Hwang DS
- Ichou R
- Ilkaev R
- Ilkiv I
- Inaba M
- Incani E
- Innocenti GM
- Innocenti PG
- Ippolitov M
- Irfan M
- Ivan C
- Ivanov A
- Ivanov M
- Ivanov V
- Ivanytskyi O
- Jacholkowski A
- Jacobs PM
- Jancurova L
- Jang HJ
- Jangal S
- Janik MA
- Janik R
- Jayarathna PHSY
- Jena S
- Jirden L
- Jones PG
- Jung H
- Jusko A
- Kaidalov AB
- Kakoyan V
- Kalcher S
- Kalinak P
- Kalisky M
- Kalliokoski T
- Kalweit A
- Kanaki K
- Kang JH
- Kaplin V
- Karampatsos LX
- Karavichev O
- Karavicheva T
- Karpechev E
- Kazantsev A
- Kebschull U
- Keidel R
- Khan MM
- Khan P
- Khan SA
- Khanzadeev A
- Kharlov Y
- Kileng B
- Kim B
- Kim DJ
- Kim DW
- Kim JH
- Kim JS
- Kim M
- Kim S
- Kim SH
- Kim T
- Kirsch S
- Kisel I
- Kiselev S
- Kisiel A
- Klay JL
- Klein J
- Klein-Bosing C
- Kliemant M
- Kluge A
- Knichel ML
- Knospe AG
- Koch K
- Kohler MK
- Kolk NVD
- Kolojvari A
- Kondratiev V
- Kondratyeva N
- Konevskikh A
- Korneev A
- Kour R
- Kowalski M
- Kox S
- Kral J
- Kralik I
- Kramer F
- Kraus I
- Krawutschke T
- Krelina M
- Kretz M
- Krivda M
- Krizek F
- Krus M
- Kryshen E
- Krzewicki M
- Kucheriaev Y
- Kuhn C
- Kuijer PG
- Kurashvili P
- Kurepin A
- Kurepin AB
- Kuryakin A
- Kushpil S
- Kushpil V
- Kvaerno H
- Kweon MJ
- Kwon Y
- Lakomov I
- Langoy R
- Lara C
- Lara CEP
- Lardeux A
- Lazzeroni C
- Lea R
- Lee KS
- Lee SC
- Leeuwen MV
- Lefevre F
- Lehnert J
- Leistam L
- Lenhardt M
- Lenti V
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- Levai P
- Lezama EP
- Liberto SD
- Lien J
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- Lindal S
- Lindenstruth V
- Lippmann C
- Lisa MA
- Liu L
- Loenne PI
- Loggins VR
- Loginov V
- Lohn S
- Lohner D
- Loizides C
- Loo KK
- Lopez X
- Lovhoiden G
- Lu XG
- Luettig P
- Lunardon M
- Luo J
- Luparello G
- Luquin L
- Luzzi C
- Ma K
- Ma R
- Madagodahettige-Don DM
- Maevskaya A
- Mager M
- Mahapatra DP
- Maire A
- Majumdar AKD
- Majumdar MRD
- Mal'Kevich D
- Malaev M
- Maldonado IC
- Malinina L
- Malzacher P
- Mamonov A
- Manceau L
- Mangotra L
- Manko V
- Manso F
- Manzari V
- Mao Y
- Marchisone M
- Marco ND
- Mares J
- Margagliotti GV
- Margotti A
- Marin A
- Markert C
- Martashvili I
- Martinengo P
- Martinez MI
- Martynov Y
- Mas A
- Masciocchi S
- Masera M
- Masoni A
- Masoodi AA
- Massacrier L
- Mastromarco M
- Mastroserio A
- Matthews ZL
- Matyja A
- Mauro AD
- Mayani D
- Mayer C
- Mazer J
- Mazzoni MA
- Meddi F
- Meethaleveedu GK
- Menchaca-Rocha A
- Meres M
- Miake Y
- Milano L
- Milosevic J
- Mischke A
- Mishra AN
- Miskowiec D
- Mitu C
- Mlynarz J
- Mohanty AK
- Mohanty B
- Molina RA
- Molnar L
- Monteno M
- Montero AJR
- Montes E
- Montoya CAC
- Monzon IL
- Moon T
- Morales YC
- Morando M
- Moretto S
- Morsch A
- Muccifora V
- Mudnic E
- Muhuri S
- Muller H
- Munhoz MG
- Munoz GT
- Musa L
- Musso A
- Nandi BK
- Nania R
- Nappi E
- Nattrass C
- Naumov NP
- Navin S
- Nayak TK
- Nazarenko S
- Nazarov G
- Nedosekin A
- Nezza PD
- Nicassio M
- Nielsen BS
- Niida T
- Nikolaev S
- Nikolic V
- Nikulin S
- Nikulin V
- Nilsen BS
- Nilsson MS
- Noferini F
- Nomokonov P
- Nooren G
- Novitzky N
- Nyanin A
- Nyatha A
- Nygaard C
- Nystrand J
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- Oh SK
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- Ortona G
- Oskarsson A
- Ostrowski P
- Otwinowski J
- Ovrebekk G
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- Ozawa K
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- Papikyan V
- Pappalardo GS
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- Pasquale SD
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- Patalakha DI
- Paticchio V
- Pavlinov A
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- Pedrosa FBDS
- Peitzmann T
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- Perez JM
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- Perrino D
- Peryt W
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- Peskov V
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- Petracek V
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- Petris M
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- Podesta-Lerma PLM
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- Preghenella R
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- Putis M
- Putschke J
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- Qvigstad H
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- Raiha TS
- Rak J
- Rakotozafindrabe A
- Ramello L
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- Raniwala S
- Rasanen SS
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- Riggi F
- Rinella GA
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- Roman VC
- Romeo GC
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- Rosnet P
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- Salzwedel J
- Sambyal S
- Samsonov V
- Sanchez EDC
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- Sandoval A
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- Schreiner S
- Schuchmann S
- Schukraft J
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- Schweda K
- Scioli G
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- Selyuzhenkov I
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- Shabratova G
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- Siciliano M
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- Silvestre C
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- Smakal R
- Smirnov N
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- Srivastava BK
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- Strabykin K
- Strmen P
- Suaide AAP
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- Sultanov R
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- Takahashi J
- Takaki JDT
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- Timmins AR
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- Tobon CAM
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- Toledo ASD
- Torii H
- Torres EL
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- Tosello F
- Truesdale D
- Trzaska WH
- Tsuji T
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- Turrisi R
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- Ulrich J
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- Usai GL
- Uysal AK
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- Valle ZCD
- Vallero S
- Vannucci L
- Vargas A
- Vargas HL
- Varma R
- Vasileiou M
- Vasiliev A
- Vasquez MAS
- Vechernin V
- Velasquez AO
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- Venaruzzo M
- Vercellin E
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- Vernekohl DC
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- Verweij M
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- Viesti G
- Vikhlyantsev O
- Vilakazi Z
- Villar EC
- Vinogradov A
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- Vinogradov Y
- Virgili T
- Viyogi YP
- Vodopyanov A
- Voloshin K
- Voloshin S
- Volpe G
- Vranic D
- Vrlakova J
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- Vyushin A
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- Wagner B
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- Wang Y
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- Watanabe K
- Wessels JP
- Westerhoff U
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- Yoon J
- Yu W
- Yuan X
- Yushmanov I
- Zach C
- Zampolli C
- Zaporozhets S
- Zarochentsev A
- Zavada P
- Zaviyalov N
- Zbroszczyk H
- Zelnicek P
- Zetina LM
- Zgura IS
- Zhalov M
- Zhang X
- Zhou D
- Zhou F
- Zhou Y
- Zhu X
- Zichichi A
- Zimmermann A
- Zinovjev G
- Zoccarato Y
- 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
Performance of the CMS Cathode Strip Chambers with Cosmic Rays
- Author
- Abadjiev K
- Abbaneo D
- Abbiendi G
- Abbrescia M
- Abdullin S
- Abelev B
- Acosta D
- Acosta JG
- Acosta MV
- Actis O
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- Adiguzel A
- Adler V
- Adolphi R
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- Afaq MA
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- Aguilar-Benitez M
- Ahmad M
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- Ahmed W
- Ahuja S
- Aisa D
- Aisa S
- Akchurin N
- Akgun B
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- Alberdi J
- Albergo S
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- Aliev T
- Allfrey P
- Almeida N
- Altenhofer G
- Altsybeev I
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- Alverson G
- Alves GA
- Amaglobeli N
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- Ambroglini F
- Amsler C
- Anagnostou G
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- Andelin D
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- Anghel IM
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- Arenton MW
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- Auffray E
- Aurisano A
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- Zachariadou A
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- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2009
- Field of study
The Cathode Strip Chambers (CSCs) constitute the primary muon tracking device
in the CMS endcaps. Their performance has been evaluated using data taken
during a cosmic ray run in fall 2008. Measured noise levels are low, with the
number of noisy channels well below 1%. Coordinate resolution was measured for
all types of chambers, and fall in the range 47 microns to 243 microns. The
efficiencies for local charged track triggers, for hit and for segments
reconstruction were measured, and are above 99%. The timing resolution per
layer is approximately 5 ns
Performance of CMS muon reconstruction in pp collision events at sqrt(s) = 7 TeV
- Author
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- Zalewski P
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- Zuranski A
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2012
- Field of study
The performance of muon reconstruction, identification, and triggering in CMS
has been studied using 40 inverse picobarns of data collected in pp collisions
at sqrt(s) = 7 TeV at the LHC in 2010. A few benchmark sets of selection
criteria covering a wide range of physics analysis needs have been examined.
For all considered selections, the efficiency to reconstruct and identify a
muon with a transverse momentum pT larger than a few GeV is above 95% over the
whole region of pseudorapidity covered by the CMS muon system, abs(eta) < 2.4,
while the probability to misidentify a hadron as a muon is well below 1%. The
efficiency to trigger on single muons with pT above a few GeV is higher than
90% over the full eta range, and typically substantially better. The overall
momentum scale is measured to a precision of 0.2% with muons from Z decays. The
transverse momentum resolution varies from 1% to 6% depending on pseudorapidity
for muons with pT below 100 GeV and, using cosmic rays, it is shown to be
better than 10% in the central region up to pT = 1 TeV. Observed distributions
of all quantities are well reproduced by the Monte Carlo simulation.Comment: Replaced with published version. Added journal reference and DO
Inkjet 3D-printing of functional layers of solid oxide electrochemical reactors: a review
- Publication venue
- Royal Society of Chemistry
- Publication date
- 14/04/2022
- Field of study
The review paper overviews principles of inkjet printing and ink formulation, subsequently a literature summary on inkjet-printed solid oxide electrochemical reactors printed with 2D and 3D structures, followed by challenges limiting the technique
Performance of CMS muon reconstruction in pp collision events at sqrt(s) = 7 TeV
- Author
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- Abbiendi G
- Abbrescia M
- Abdullin S
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- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2012
- Field of study
The performance of muon reconstruction, identification, and triggering in CMS
has been studied using 40 inverse picobarns of data collected in pp collisions
at sqrt(s) = 7 TeV at the LHC in 2010. A few benchmark sets of selection
criteria covering a wide range of physics analysis needs have been examined.
For all considered selections, the efficiency to reconstruct and identify a
muon with a transverse momentum pT larger than a few GeV is above 95% over the
whole region of pseudorapidity covered by the CMS muon system, abs(eta) < 2.4,
while the probability to misidentify a hadron as a muon is well below 1%. The
efficiency to trigger on single muons with pT above a few GeV is higher than
90% over the full eta range, and typically substantially better. The overall
momentum scale is measured to a precision of 0.2% with muons from Z decays. The
transverse momentum resolution varies from 1% to 6% depending on pseudorapidity
for muons with pT below 100 GeV and, using cosmic rays, it is shown to be
better than 10% in the central region up to pT = 1 TeV. Observed distributions
of all quantities are well reproduced by the Monte Carlo simulation.Comment: Replaced with published version. Added journal reference and DO
Measurement of the Bottom-Strange Meson Mixing Phase in the Full CDF Data Set
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- Sandri M
- Sankar U
- Sansanwal P
- Santambrogio L
- Santi
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- Sarkar S
- Sarwal M
- Sasakawa C
- Sasnauskiene A
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- Saveliev
- Savoy-Navarro
- Schapira AH
- Scharl M
- Scheper W
- Schiaffino S
- Schlabach
- Schmidt
- Schmidt
- Schneider C
- Schneider ME
- Schneider-Stock R
- Schoenlein PV
- Schorderet DF
- Schwartz GK
- Schwarz
- Schätzl HM
- Schüller C
- Scodellaro
- Scorrano L
- Scribano
- Scuri
- Sealy L
- Seglen PO
- Segura-Aguilar J
- Seidel
- Seiliez I
- Seiya
- Seleverstov O
- Sell C
- Semenov
- Seo JB
- Separovic D
- Setaluri V
- Setoguchi T
- Settembre C
- Sforza
- Shacka JJ
- Shalhout
- Shanmugam M
- Shapiro IM
- Shaulian E
- Shaw RJ
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- Shelhamer JH
- Shen HM
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- Sheng ZH
- Shepard
- Shi Y
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- Shidoji Y
- Shieh JJ
- Shih CM
- Shimada Y
- Shimizu S
- Shimojima
- Shintani T
- Shirihai OS
- Shochet
- Shore GC
- Shreyber-Tecker
- Sibirny AA
- Sidhu SB
- Sikorska B
- Silva-Zacarin EC
- Simmons A
- Simon AK
- Simon HU
- Simone C
- Simonenko
- Simonsen A
- Sinclair DA
- Sinervo
- Singh R
- Sinha D
- Sinicrope FA
- Sirko A
- Siu PM
- Sivridis E
- Skop V
- Skulachev VP
- Slack RS
- Sliwa
- Smaili SS
- Smith
- Smith DR
- Snider
- Soengas MS
- Soha
- Soldati T
- Song
- Song X
- Sood AK
- Soong TW
- Sorin
- Sotgia F
- Spector SA
- Spies CD
- Springer W
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- St. Denis
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- Steffan JS
- Stelzer
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- Stenmark H
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- Torre
- Torretta
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- Travassos LH
- Trovato
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- U.
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- Varganov
- Velev
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- Vázquez
- W.
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- Wagner
- Wagner
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- Wallny
- Wang
- Warburton
- Waters
- Wester
- Whiteson
- Wick
- Wicklund
- Wicklund
- Wilbur
- Williams
- Wilson
- Wilson
- Winer
- Wittich
- Wolbers
- Wolfe
- Wright
- Wu
- Wu
- X.
- Y.
- Y.
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- Y.C.
- Y.C.
- Y.D.
- Y.J.
- Y.K.
- Y.S.
- Yamamoto
- Yamato
- Yang
- Yang
- Yang
- Yao
- Yeh
- Yi
- Yoh
- Yorita
- Yoshida
- Yu
- Yu
- Yu
- Yun
- Z.
- Zanetti
- Zeng
- Zhou
- Zucchelli
- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 01/01/2012
- Field of study
We report a measurement of the bottom-strange meson mixing phase \beta_s
using the time evolution of B0_s -> J/\psi (->\mu+\mu-) \phi (-> K+ K-) decays
in which the quark-flavor content of the bottom-strange meson is identified at
production. This measurement uses the full data set of proton-antiproton
collisions at sqrt(s)= 1.96 TeV collected by the Collider Detector experiment
at the Fermilab Tevatron, corresponding to 9.6 fb-1 of integrated luminosity.
We report confidence regions in the two-dimensional space of \beta_s and the
B0_s decay-width difference \Delta\Gamma_s, and measure \beta_s in [-\pi/2,
-1.51] U [-0.06, 0.30] U [1.26, \pi/2] at the 68% confidence level, in
agreement with the standard model expectation. Assuming the standard model
value of \beta_s, we also determine \Delta\Gamma_s = 0.068 +- 0.026 (stat) +-
0.009 (syst) ps-1 and the mean B0_s lifetime, \tau_s = 1.528 +- 0.019 (stat) +-
0.009 (syst) ps, which are consistent and competitive with determinations by
other experiments.Comment: 8 pages, 2 figures, Phys. Rev. Lett 109, 171802 (2012
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