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Yi-Hao Zhang

Publications and source records attributed to Yi-Hao Zhang.

3 recordsLinked to original sources

Study of transition form factors of the lightest pseudoscalars

In this paper, we study the transition form factors of the lightest pseudoscalar mesons, $π^0$, $η$, and $η'$, within the framework of resonance chiral theory. Our analysis is performed based on the data of time-like and space-like singly-virtual and space-like doubly-virtual form factors, as well as the relevant cross sections and latest invariant mass spectra of $e^+e^-$ pair for the process of $P\toγe^+ e^-$. The transition form factors of these pseudoscalars are obtained. Also, we evaluate their contributions to the light-by-light part of the anomalous magnetic moment of the muon. Our two Fits give similar results, where Fit-A gives $a_μ^{π^0 }=(61.6\pm 1.8)\times10^{-11}$, $a_μ^{η}=(15.2\pm1.7)\times10^{-11}$, $a_μ^{η'}=(16.0\pm 1.2)\times10^{-11}$, and the total contribution of neutral pseudo-scalar meson poles is $a_μ^{π^0+η+η'}=(92.8\pm2.9)\times10^{-11}$.

hep-ph↗

An anlaysis on $J/ψ\toπ^0γ^*$ within resonance chiral theory

In this study, we analyze the first measurement of the electron-positron invariant mass spectrum in $J/ψ\to π^0 e^+e^-$ by BESIII, using the framework of resonance chiral theory. Our results indicate that both strong interaction and electromagnetic transition are essential to accurately describe the data. We obtain the $π^0$ transition form factor for $J/ψ\to π^0γ^*$ and the corresponding decay branching ratios for $J/ψ\to π^0 l^+l^-$. The decay process $J/ψ\to π^0 V$ is also examined. It is found that $J/ψ\to π^0 ρ^0$ is dominated by the strong interaction, while the other two channels, $J/ψ\to π^0 ω$ and $π^0 ϕ$, arise primarily from electromagnetic transitions.

hep-ph↗

Improving spin-based noise sensing by adaptive measurements

Localized spins in the solid state are attracting widespread attention as highly sensitive quantum sensors with nanoscale spatial resolution and fascinating applications. Recently, adaptive measurements were used to improve the dynamic range for spin-based sensing of deterministic Hamiltonian parameters. Here we explore a very different direction -- spin-based adaptive sensing of random noises. First, we identify distinguishing features for the sensing of magnetic noises compared with the estimation of deterministic magnetic fields, such as the different dependences on the spin decoherence, the different optimal measurement schemes, the absence of the modulo-2πphase ambiguity, and the crucial role of adaptive measurement. Second, we perform numerical simulations that demonstrate significant speed up of the characterization of the spin decoherence time via adaptive measurements. This paves the way towards adaptive noise sensing and coherence protection.

quant-ph↗