2015Bulletin of the American Physical SocietyRequires access

Halo Effective Field Theory of 6He

Arbin Thapaliya, Chen Ji, Daniel R. Phillips

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Abstract

6 He has a cluster structure with a tight 4 He ( α ) core surrounded by two loosely bound neutrons ( n ) making it a halo nucleus. The leading-order (LO) Halo Effective Field Theory (EFT) [1, 2] calculations using momentum-space Faddeev equations pertinent to a bound 6 He were carried out in [3]. In this work, we investigate 6 He up to next-to-leading order (NLO) within Halo EFT.

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What this paper is about

6 He has a cluster structure with a tight 4 He ( α ) core surrounded by two loosely bound neutrons ( n ) making it a halo nucleus. The leading-order (LO) Halo Effective Field Theory (EFT) [1, 2] calculations using momentum-space Faddeev equations pertinent to a bound 6 He were carried out in [3]. In this work, we investigate 6 He up to next-to-leading order (NLO) within Halo EFT.

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Available abstract

6 He has a cluster structure with a tight 4 He ( α ) core surrounded by two loosely bound neutrons ( n ) making it a halo nucleus. The leading-order (LO) Halo Effective Field Theory (EFT) [1, 2] calculations using momentum-space Faddeev equations pertinent to a bound 6 He were carried out in [3]. In this work, we investigate 6 He up to next-to-leading order (NLO) within Halo EFT.

Key concepts: Halo, Halo nucleus, Physics, Effective field theory, Momentum (technical analysis), Space (punctuation), Cluster (spacecraft), Core (optical fiber)

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