Studies on finite-volume effects in the inclusive semileptonic decays of charmed mesons
Studies on finite-volume effects in the inclusive semileptonic decays of charmed mesons
We report on the calculation of the inclusive semileptonic decay of the Ds meson on the lattice. We simulate the Ds→Xsℓνℓ process with Möbius domain-wall charm and strange quarks, whose masses were approximately tuned to the physical values. We cover the whole kinematical region. The focus of this work is on the systematic error due to finite-volume effects. We construct a model of two-body final states to describe the data on a finite volume lattice of L≃0.055fm to investigate the extrapolation to the infinite-volume limit.
hep-lat
Kellermann, Ryan
e648d747-545c-4371-b656-7638b10ac138
Barone, Alessandro
6101b472-6a3f-4f75-81c5-1987eeb455db
Hashimoto, Shoji
2b3be047-9e76-42d7-ba7e-50f230e88446
Jüttner, Andreas
a90ff7c5-ae8f-4c8e-9679-b5a95b2a6247
Kaneko, Takashi
c02e60bd-618e-4c8a-b0e1-22a19d877c50
Kellermann, Ryan
e648d747-545c-4371-b656-7638b10ac138
Barone, Alessandro
6101b472-6a3f-4f75-81c5-1987eeb455db
Hashimoto, Shoji
2b3be047-9e76-42d7-ba7e-50f230e88446
Jüttner, Andreas
a90ff7c5-ae8f-4c8e-9679-b5a95b2a6247
Kaneko, Takashi
c02e60bd-618e-4c8a-b0e1-22a19d877c50
[Unknown type: UNSPECIFIED]
Abstract
We report on the calculation of the inclusive semileptonic decay of the Ds meson on the lattice. We simulate the Ds→Xsℓνℓ process with Möbius domain-wall charm and strange quarks, whose masses were approximately tuned to the physical values. We cover the whole kinematical region. The focus of this work is on the systematic error due to finite-volume effects. We construct a model of two-body final states to describe the data on a finite volume lattice of L≃0.055fm to investigate the extrapolation to the infinite-volume limit.
Text
2312.16442v1
- Author's Original
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Accepted/In Press date: 27 December 2023
Keywords:
hep-lat
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Local EPrints ID: 486084
URI: http://eprints.soton.ac.uk/id/eprint/486084
PURE UUID: 9bcc1a20-fc9d-4e0a-b78c-197d6e3c8886
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Date deposited: 09 Jan 2024 17:33
Last modified: 18 Mar 2024 03:53
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Author:
Ryan Kellermann
Author:
Shoji Hashimoto
Author:
Takashi Kaneko
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