Abstract

About 4.4 million hadronic decays of Z bosons, recorded by the OPAL detector at LEP at a centre-of-mass energy of around $\sqrt{s}= 91.2$ GeV, are used to determine the mean charged particle multiplicities for the three light quark flavours. Events from primary u, d, and s quarks are tagged by selecting characteristic particles which carry a large fraction of the beam energy. The charged particle multiplicities are measured in the hemispheres opposite to these particles. An unfolding procedure is applied to obtain these multiplicities for each primary light quark flavour. This yields \[\langle n_{\mathrmu}\rangle=\mathrm{17.77\pm 0.51 ^{\displaystyle +0.86}_{\displaystyle -1.20}} ,\; \langle n_{\mathrm{d}}\rangle=\mathrm{21.44\pm 0.63 ^{\displaystyle +1.46}_{\displaystyle -1.17}} ,\; \langle n_{\mathrm{s}}\rangle=\mathrm{20.02\pm 0.13 ^{\displaystyle +0.39}_{\displaystyle -0.37}} ,\;\] where statistical and systematic errors are given. The results for $\langle n_{\mathrmu}\rangle$ and $\langle n_{\mathrm{d}}\rangle$ are almost fully statistically anti-correlated. Within the errors the result is consistent with the flavour independence of the strong interaction for the particle multiplicities in events from the light up, down, and strange quarks.

Highlights

  • The flavour independence of the strong coupling is a fundamental property of quantum chromodynamics (QCD)

  • According to the local parton hadron duality hypothesis (LPHD) [3], the particle multiplicity is related to the gluon multiplicity inside a jet which depends on the value of the strong coupling constant [4]

  • Up to now only few measurements exist on the flavour independence of the strong interaction in the light quark sector [2]

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Summary

Introduction

The flavour independence of the strong coupling is a fundamental property of quantum chromodynamics (QCD). A breaking of the flavour symmetry should only occur due to calculable mass effects. These mass effects have been observed for bottom quarks [1, 2] using event shapes and jet rates in the final state of electron-positron annihilation into bb. Another observable which can be employed to test flavour independence is the multiplicity of charged hadrons in jets originating from quarks of a specific flavour. A dependence of the multiplicity of charged hadrons on the quark flavour has been found for heavy quarks [5]. Within the large uncertainties due to the limited statistics, flavour independence of the strong interaction is supported

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