Effect of strong $\bar{\rm p}$-p nuclear forces on the rate of the low-energy three-body protonium formation reaction: $\bar{p} + H_{\mu}(1s) \rightarrow (\bar{p} p)_{\alpha} + \mu^-$
Renat A. Sultanov, Dennis Guster, and Sadhan K. Adhikari

TL;DR
This study investigates how strong antiproton-proton nuclear forces influence the low-energy formation rate of protonium in a three-body system involving an antiproton, muon, and proton, using detailed numerical few-body calculations.
Contribution
It introduces a first-order approximation method to include strong $ar{ m p}$-p interactions in three-body reaction rate calculations, highlighting their significant impact.
Findings
Strong $ar{ m p}$-p forces significantly alter reaction rates.
Inclusion of nuclear forces improves understanding of low-energy antiprotonic processes.
Results aid in studying $ar{ m p}$-p nuclear interactions and annihilation channels.
Abstract
The effect of the strong -p nuclear interaction in a three-charge-particle system with arbitrary masses is investigated. Specifically, the (,\ p) system is considered, where is an antiproton, is a muon and p is a proton. A numerical computation in the framework of a detailed few-body approach is carried out for the following protonium (antiprotonic hydrogen) formation three-body reaction: . Here, is a ground state muonic hydrogen, i.e. a bound state of p and . A bound state of and its counterpart is a protonium atom in a quantum atomic state , i.e. . The low-energy cross sections and rates of the formation reaction are computed in the framework of a Faddeev-like equation. The strong -p…
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Taxonomy
TopicsNuclear physics research studies · Quantum Chromodynamics and Particle Interactions · Quantum, superfluid, helium dynamics
