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Nucleon electroweak form factors using spin-improved holographic light-front wavefunctions

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arxiv 2105.02213 v2 pith:2ZOZYOYK submitted 2021-05-05 hep-ph

Nucleon electroweak form factors using spin-improved holographic light-front wavefunctions

classification hep-ph
keywords formdatafactorsholographiclightlight-frontchargeelectromagnetic
verification ladder T0 review T1 audit T2 compute T3 formal T4 reserved
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We construct spin-improved holographic light front wavefunctions for the nucleons (viewed as quark-diquark systems) and use them to successfully predict their electromagnetic Sachs form factors, their electromagnetic charge radii, as well as the axial form factor, charge and radius of the proton. The confinement scale is the universal mass scale of light-front holography, previously extracted from spectroscopic data for light hadrons. With the Dirac and Pauli form factors normalized using the quark counting rules and the measured anomalous magnetic moments respectively, the masses of the quark and diquark are the only remaining adjustable parameters. We fix them using the data set for the proton's Dirac-to-Pauli form factor ratio, and then predict all other data without any further adjustments of parameters. Agreement with data at low momentum-transfer is excellent. Our findings support the idea that light (pseudoscalar and vector) mesons and the nucleons share a nonperturbative universal holographic light-front wavefunction which is modified differently by their spin structures.

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Cited by 2 Pith papers

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  1. Implications of exclusive photon leptoproduction measurements for the proton charge-radius puzzle

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    After excluding or cutting low-|t| CLAS 2018 data, BH-dominated EP measurements yield a proton charge radius smaller than the PDG average and consistent with PRad and muonic hydrogen.

  2. Proton Structure from a Soft-Wall Holographic QCD Model: Mass Spectrum, Form Factors, and Mechanical Properties

    hep-ph 2025-12 conditional novelty 4.0

    A soft-wall holographic model reproduces proton spectroscopy, form factors, radii, and J/ψ photoproduction, though the gravitational form factor D is an input-dependent ansatz.