Origin of energy shift in kaonic atom and kaon-nucleus interaction
The $K^-$-nucleus optical potential is revisited to investigate its global feature phenomenologically. It is a puzzle that the energy shift is found to be repulsive in all of the observed kaonic atom, although the $K^-N$ interaction is known to be so attractive as to form the $\Lambda(1405)$ resonan...
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Main Authors | , , , , |
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Format | Journal Article |
Language | English |
Published |
12.07.2019
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Subjects | |
Online Access | Get full text |
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Summary: | The $K^-$-nucleus optical potential is revisited to investigate its global
feature phenomenologically. It is a puzzle that the energy shift is found to be
repulsive in all of the observed kaonic atom, although the $K^-N$ interaction
is known to be so attractive as to form the $\Lambda(1405)$ resonance. To solve
this puzzle, we examine the $K^-$ optical potential in the linear density
approximation and determine the potential parameters of each kaonic atom so as
to reproduce the observed energy shift and absorption width. We find two types
of the potentials. One potential has a so large real part as to provide nuclear
states with the same quantum number to the atomic state in the last orbit. The
level repulsion between the atomic state and the nuclear states takes place due
to their mixing, and it makes the atomic state shifted repulsively. The other
type of the potential has a large imaginary part and the imaginary part works
repulsively for atomic states. We find that only the latter solution reproduce
a wide of the observed data, and thus is realized as a $K^-$-nucleus potential
for kaonic atom. In the linear nuclear density optical potential, the picture
that the repulsive shifts in the atomic states stem from the existence of the
nuclear states does not globally stand up. This implies that the $K^-$-nucleus
optical potential should have a large imaginary part. We examine some nonlinear
density effects and find that the conclusion does not change. We also confirm
that the conventionally known optical potentials are categorized into the
latter type of the potential. |
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DOI: | 10.48550/arxiv.1907.05626 |