2017
DOI: 10.1007/jhep05(2017)149
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Masses of open-flavour heavy-light hybrids from QCD sum-rules

Abstract: We use QCD Laplace sum-rules to predict masses of open-flavour heavy-light hybrids where one of the hybrid's constituent quarks is a charm or bottom and the other is an up, down, or strange. We compute leading-order, diagonal correlation functions of several hybrid interpolating currents, taking into account QCD condensates up to dimensionsix, and extract hybrid mass predictions for all J P ∈ {0 ± , 1 ± }, as well as explore possible mixing effects with conventional quark-antiquark mesons. Within theoretical u… Show more

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Cited by 10 publications
(39 citation statements)
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“…Predictions for the masses of heavy-strange and heavy-nonstrange hybrid mesons for J P ∈ {0 ± , 1 ± } are briefly presented, utilizing QCD sum-rules and improving upon the calculations of [1] by updating the non-perturbative parameters in the calculation, and including higher dimensional condensates in the OPE that have been shown important to sum-rule stability. A complete discussion of the analysis and results may be found in [2]. A degeneracy is observed in the heavylight and heavy-strange states, and stabilization in the previously unstable 0 −(−) and 1 −(+) channels [1] driven by the addition of the higher dimensional mixed and 6d gluon condensate contributions.…”
Section: Discussionmentioning
confidence: 96%
“…Predictions for the masses of heavy-strange and heavy-nonstrange hybrid mesons for J P ∈ {0 ± , 1 ± } are briefly presented, utilizing QCD sum-rules and improving upon the calculations of [1] by updating the non-perturbative parameters in the calculation, and including higher dimensional condensates in the OPE that have been shown important to sum-rule stability. A complete discussion of the analysis and results may be found in [2]. A degeneracy is observed in the heavylight and heavy-strange states, and stabilization in the previously unstable 0 −(−) and 1 −(+) channels [1] driven by the addition of the higher dimensional mixed and 6d gluon condensate contributions.…”
Section: Discussionmentioning
confidence: 96%
“…We select a Borel window (τ min , τ max ) over which we will examine the LSR using the methodology of [11,22,27,28]. We require that the LSR converges in the sense that the perturbative contribution is at least three times that of the 4d gluon condensate contribution which, in turn, is at least three times that of the 6d gluon condensate contribution.…”
Section: Discussionmentioning
confidence: 99%
“…The perturbative result (16) contains a nonlocal divergence. We eliminate this nonlocal divergence through operator mixing under renormalization as in [2,21,22]. The meson current (1) is renormalization-group (RG) invariant, and so we only need to consider the operator mixing of the hybrid current (2).…”
Section: The Correlatormentioning
confidence: 99%
“…We then introduce a "resonance(s) plus continuum" model (24). The square insertion denotes the current (22).…”
Section: Qcd Laplace Sum Rulesmentioning
confidence: 99%
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