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Nonperturbative tuning of an improved relativistic heavy-quark action with application to bottom spectroscopy

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arxiv 1206.2554 v1 pith:C2B5CSIN submitted 2012-06-12 hep-lat

classification hep-lat
keywords actionmassesparametersheavy-quarkmesonrelativisticb-quarksbottom
verification ladder T0 review T1 audit T2 compute T3 formal
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We calculate the masses of bottom mesons using an improved relativistic action for the b-quarks and the RBC/UKQCD Iwasaki gauge configurations with 2+1 flavors of dynamical domain-wall light quarks. We analyze configurations with two lattice spacings: a^{-1} = 1.729 GeV (a ~ 0.11 fm) and a^{-1} = 2.281 GeV (a ~ 0.086 fm). We use an anisotropic, clover-improved Wilson action for the b-quark, and tune the three parameters of the action nonperturbatively such that they reproduce the experimental values of the B_s and B_s* heavy-light meson states. The masses and mass-splittings of the low-lying bottomonium states (such as the eta_b and Upsilon) can then be computed with no additional inputs, and comparison between these predictions and experiment provides a test of the validity of our method. We obtain bottomonium masses with total uncertainties of ~0.5-0.6% and fine-structure splittings with uncertainties of ~35-45%; for all cases we find good agreement with experiment. The parameters of the relativistic heavy-quark action tuned for b-quarks presented in this work can be used for precise calculations of weak matrix elements such as B-meson decay constants and mixing parameters with lattice discretization errors that are of the same size as in light pseudoscalar meson quantities. This general method can also be used for charmed meson masses and matrix elements if the parameters of the heavy-quark action are appropriately tuned.

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  1. Predicting the spectrum and decay constants of positive-parity heavy-strange mesons using domain-wall fermions

    hep-lat 2025-01 conditional novelty 7.0 of 10

    First lattice calculation of the B*_{s0} and B_{s1} decay constants is presented, alongside D*_{s0} and D_{s1} results, but the fits without two-meson operators may be biased.

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