Three-Body Protonium Formation in a Collision Between a Slow Antiproton ( $${\bar{\rm p}}$$ p ¯ ) and Muonic Hydrogen: $${{\rm H}_{\mu}}$$ H μ —Low Energy $${\bar{\rm p} + ({\rm p} \mu^-)_{1s} \rightarrow (\bar{\rm p} {\rm p})_{1s} + \mu^-}$$ p ¯ + ( p μ - ) 1 s → ( p ¯ p ) 1 s + μ

Three-Body Protonium Formation in a Collision Between a Slow Antiproton ( $${\bar{\rm p}}$$ p ¯ ) and Muonic Hydrogen: $${{\rm H}_{\mu}}$$ H μ —Low Energy $${\bar{\rm p} + ({\rm p} \mu^-)_{1s} \rightarrow (\bar{\rm p} {\rm p})_{1s} + \mu^-}$$ p ¯ + ( p μ - ) 1 s → ( p ¯ p ) 1 s + μ - Reaction

Published:2015-05-01 Issue:11-12 Volume:56 Page:793-800
ISSN:0177-7963
Container-title:Few-Body Systems
language:en
Short-container-title:Few-Body Syst

Author:

Sultanov Renat A.,Guster D.,Adhikari S. K.

Publisher

Springer Science and Business Media LLC

Subject

Atomic and Molecular Physics, and Optics

Link

http://link.springer.com/content/pdf/10.1007/s00601-015-0977-9.pdf

Reference12 articles.

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3. Sakimoto K.: Unified treatment of hadronic annihilation and protonium formation in slow collisions of antiprotons with hydrogen atoms. Phys. Rev. A 88, 012507 (2013)

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5. Hahn Y., Watson K.M.: Reduction method and distortion potentials for many-particle scattering equations. Phys. Rev. A 5, 1718–1725 (1972)

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