B. Löhr
University of Bonn
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Featured researches published by B. Löhr.
Physics Letters B | 1979
R. Brandelik; W. Braunschweig; K. Gather; V. Kadansky; K. Lübelsmeyer; P. Mättig; H.-U. Martyn; G. Peise; J. Rimkus; H.G. Sander; D. Schmitz; A. Schultz von Dratzig; D. Trines; W. Wallraff; H. Boerner; H. M. Fischer; H. Hartmann; E. Hilger; W. Hillen; G. Knop; W. Korbach; P. Leu; B. Löhr; F. Roth; W. Rühmer; R. Wedemeyer; N. Wermes; M. Wollstadt; R. Buhring; R. Fohrmann
Abstract Hadron jets produced in e+e− annihilation between 13 GeV and 31.6 GeV in c.m. at PETRA are analyzed. The transverse momentum of the jets is found to increase strongly with c.m. energy. The broadening of the jets is not uniform in azimuthal angle around the quark direction but tends to yield planar events with large and growing transverse momenta in the plane and smaller transverse momenta normal to the plane. The simple q q collinear jet picture is ruled out. The observation of planar events shows that there are three basic particles in the final state. Indeed, several events with three well-separated jets of hadrons are observed at the highest energies. This occurs naturally when the outgoing quark radiates a hard noncollinear gluon, i.e., e + e − → q q g with the quarks and the gluons fragmenting into hadrons with limited transverse momenta.
European Physical Journal A | 1990
W. Braunschweig; R. Gerhards; F. J. Kirschfink; H.-U. Martyn; H. M. Fischer; H. Hartmann; J. Hartmann; E. Hilger; A. Jocksch; R. Wedemeyer; B. Foster; A. J. Martin; E. Bernardi; J. J. Chwastowski; A. Eskreys; K. Genser; H. Hultschig; P. Joos; H. Kowalski; A. Ladage; B. Löhr; D. Lüke; P. Mättig; D. Notz; J. M. Pawlak; K. U. Pösnecker; E. Ros; D. Trines; R. Walczak; G. Wolf
AbstractJet properties ine+e− annihilation at center of mass energies of 14, 22, 35 and 43.7 GeV were studied with the data collected in the TASSO detector at PETRA, using the same evaluation procedures for all the energies. The total hadronic cross section ratio for the center of mass energy interval 39–47 GeV was determined to be ℛ=4.11±0.05 (stat)±0.18(syst.) at
Physics Letters B | 1979
R. Brandelik; J. C. Hart; J. Proudfoot; D. Heyland; H.G. Sander; E. Hilger; R. Fohrmann; Jorg Pyrlik; D. H. Saxon; W. Braunschweig; H. Hultschig; A. Ladage; P.J. Dornan; S. L. Lloyd; H.-U. Martyn; D. Revel; G. Mikenberg; H. M. Fischer; Roger J Cashmore; O. Römer; H. Boerner; D. Trines; M. Wollstadt; B. Löhr; Kenneth Watson Bell; G. Poelz; M. Ogg; Roger Barlow; D. A. Garbutt; R. Wedemeyer
Physics Letters B | 1980
R. Brandelik; A. Pevsner; J. Proudfoot; D. G. Cassel; D. Heyland; H.G. Sander; S. Yarker; E. Hilger; D. R. Quarrie; R. Fohrmann; Jorg Pyrlik; D. H. Saxon; W. Braunschweig; H. Hultschig; A. Ladage; P.J. Dornan; Peter Mattig; H.-U. Martyn; J.K. Sedgbeer; D. Revel; G. Mikenberg; H. M. Fischer; W. Chinowsky; O. Römer; H. Boerner; D. Trines; M. Wollstadt; B. Löhr; Kenneth Watson Bell; G. Poelz
\langle \sqrt s \rangle = 43 - 7
Physics Letters B | 1989
W. Braunschweig; R. Gerhards; F. J. Kirschfink; H.-U. Martyn; H. M. Fischer; H. Hartmann; J. Hartmann; E. Hilger; A. Jocksch; R. Wedemeyer; B. Foster; A.J. Martin; E. Bernardi; J. J. Chwastowski; A. Eskreys; K. Genser; H. Hultschig; P. Joos; H. Kowalski; A. Ladage; B. Löhr; D. Lüke; D. Notz; J. M. Pawlak; K. U. Pösnecker; E. Ros; D. Trines; R. Walczak; G. Wolf; H. Kolanoski
European Physical Journal C | 1989
W. Braunschweig; R. Gerhards; F. J. Kirschfink; H.-U. Martyn; H. M. Fischer; H. Hartmann; J. Hartmann; E. Hilger; A. Jocksch; R. Wedemeyer; B. Foster; A. J. Martin; E. Bernardi; J. J. Chwastowski; A. Eskreys; K. Gather; K. Genser; H. Hultschig; P. Joos; H. Kowalski; A. Ladage; B. Löhr; D. Lüke; P. Mättig; D. Notz; J. M. Pawlak; K. U. Pösnecker; E. Ros; D. Trines; R. Walczak
GeV. Corrected distributions of global shape variables are presented as well as the inclusive charged particle distributions for scaled momentum and transverse momentum. The center of mass energy evolution of the average sphericity, thrust, aplanarity and particle momentum is shown.
Physics Letters B | 1980
R. Brandelik; W. Braunschweig; K. Gather; Kadansky; K. Lübelsmeyer; P. Mättig; H.-U. Martyn; G. Peise; J. Rimkus; H.G. Sander; D. Schmitz; A. Schultz von Dratzig; D. Trines; W. Wallraff; H. Boerner; H. M. Fischer; H. Hartmann; E. Hilger; W. Hillen; L. Koepke; G. Knop; P. Leu; B. Löhr; R. Wedemeyer; N. Wermes; M. Wollstadt; H. Burkhardt; D. G. Cassel; D. Heyland; H. Hultschig
Abstract We have observed e + e − hadrons at C.M. energies of 13 GeV and 17 GeV at PETRA using the TASSO detector. We find R (13 GeV) = 5.6 ± 0.7 and R (17 GeV) = 4.0 ± 0.7. The additional systematic uncertainty is 20%. Comparing inclusive charged hadron spectra we observe scaling between 5 GeV and 17 GeV for x = p / p beam > 0.2; however the 13 GeV cross section is above the 17 GeV cross section for smaller x . This may be due to copious bb production. The events become increasingly jet like at high energies as evidenced by a shrinking sphericity distribution with increasing energy.
Physics Letters B | 1980
R. Brandelik; W. Braunschweig; K. Gather; V. Kadansky; F. J. Kirschfink; K. Lübelsmeyer; H.-U. Martyn; G. Peise; J. Rimkus; H. G. Sander; D. Schmitz; A. Schultz von Dratzig; D. Trines; W. Wallraff; H. Boerner; H. M. Fischer; H. Hartmann; E. Hilger; W. Hillen; G. Knop; L. Koepke; H. Kolanoski; P. Leu; B. Löhr; R. Wedemeyer; N. Wermes; M. Wollstadt; H. Burkhardt; D. G. Cassel; D. Heyland
Abstract Hadron production by e + e − annihilation has been studied for c.m. energies W between 13 and 31.6 GeV. As a function of 1n W the charged particle multiplicity grows faster at high energy than at lower energies. This is correlated with a rise in the plateau of the rapidity distribution. The cross section s d σ /d x is found to scale within ±30% for x > 0.2 and 5 ⩽ W ⩽ 31.6 GeV.
Physics Letters B | 1983
M. Althoff; W. Braunschweig; K. Gather; F. J. Kirschfink; K. Lübelsmeyer; H.-U. Martyn; G. Peise; J. Rimkus; H. G. Sander; D. Schmitz; H. Siebke; D. Trines; W. Wallraff; H. M. Fischer; H. Hartmann; E. Hilger; W. Hillen; G. Knop; L. Köpke; H. Kolanoski; H. Kück; R. Wedemeyer; N. Wermes; M. Wollstadt; H. Burkhardt; H. Hultschig; P. Joos; W. Koch; U. Kötz; H. Kowalski
Abstract Intermittency effects have been studied directly for the first time in e + e − annihilation, using 37 509 hadronic events at an average CM energy of 〈√ s 〉=35 GeV. The factorial moments F 2 , F 3 and F 4 are given for the rapidity distribution and for the two-dimensional distributions in rapidity and azimuthal angle. The effects of cuts in sphericity and particle momentum are large. Comparison with several fragmentation models are made; some models like the Lund model with O(α s 2 ) matrix element give a qualitative description of the phenomena. The importance of detector effects is demonstrated. The results are discussed in terms of various suggested interpretations of this effect.
Physics Letters B | 1988
W. Braunschweig; S. Brandt; E. Lohrmann; A. Jocksch; T. Kracht; A.J. Sephton; G. Poelz; S. Ritz; E. Hilger; W. Zeuner; U. Karshon; D. H. Saxon; H. Hultschig; A. Ladage; P. Mättig; H.-U. Martyn; J. Krüger; K. Genser; Y. Eisenberg; D. Revel; J. Hartmann; D. Trines; R. Cashmore; B. Löhr; N. Wainer; D. Su; Sau Lan Wu; J. Del Peso; A. Leites; D. Muller
We report on an analysis of the multiplicity distributions of charged particles produced ine+e− annihilation into hadrons at c.m. energies between 14 and 46.8 GeV. The charged multiplicity distributions of the whole event and single hemisphere deviate significantly from the Poisson distribution but follow approximate KNO scaling. We have also studied the multiplicity distributions in various rapidity intervals and found that they can be well described by the negative binomial distribution only for small central intervals. We have also analysed forward-backward multiplicity correlations for different energies and selections of particle charge and shown that they can be understood in terms of the fragmentation properties of the different quark flavours and by the production and decay of resonances. These correlations are well reproduced by the Lund string model.