Abstract:We study the dependence on the quark mass of the compositeness of the lowest-lying odd parity hyperon states. Thus, we pay attention to Λ−like states in the strange, charm and beauty, sectors which are dynamically generated using a unitarized meson-baryon model. In the strange sector we use an SU(6) extension of the Weinberg-Tomozawa meson-baryon interaction, and we further implement the heavy-quark spin symmetry to construct the meson-baryon interaction when charmed or beauty hadrons are involved. In the thre… Show more
“…References Result Λ(1405), lower pole [23], [30], [10], [31], [11] πΣ dominance Λ(1405), higher pole [23], [30], [10], [31], [11], [12]KN dominance N(1535) [10] small meson-baryon components Λ(1670) [10] half KΞ Ξ(1690)…”
Section: Baryonmentioning
confidence: 99%
“…[32]KΣ dominance ∆(1232), Σ(1385), Ξ(1535), Ω [22] small meson-baryon components Λ(1520) [33], [31] d-waveKN and πΣ dominance Λ c (2595) [9], [31], [11] small πΣ c Λ c (2625) [31] small meson-baryon components Λ b (5912)…”
Section: Baryonmentioning
confidence: 99%
“…Similar conclusion is drawn in the quantitative evaluations in Refs. [11,31] while the importance of the isospin breaking effect is pointed out [11]. The meson-baryon components in Λ c (2625) is also found to be small [31].…”
mentioning
confidence: 99%
“…by the chiral approach with the next-to-leading order interaction [10][11][12], and by the SU(6) extension of the Weinberg-Tomozawa interaction [31]. In all cases, it is found that the higher pole is dominated by theKN component, and the main component of the lower pole comes from the πΣ state.…”
mentioning
confidence: 99%
“…[11,31] while the importance of the isospin breaking effect is pointed out [11]. The meson-baryon components in Λ c (2625) is also found to be small [31]. On the other hand, the negative parity Λ b states are dominated by the SU(6) meson-baryon channels [31].…”
We present the recent developments in the studies of the structure of hadron resonances, focusing on the compositeness in terms of the hadronic degrees of freedom. We discuss the model dependence of the compositeness, and show that the structure of the near-threshold bound states and resonances is model-independently determined. The applications to various hadrons are summarized.
“…References Result Λ(1405), lower pole [23], [30], [10], [31], [11] πΣ dominance Λ(1405), higher pole [23], [30], [10], [31], [11], [12]KN dominance N(1535) [10] small meson-baryon components Λ(1670) [10] half KΞ Ξ(1690)…”
Section: Baryonmentioning
confidence: 99%
“…[32]KΣ dominance ∆(1232), Σ(1385), Ξ(1535), Ω [22] small meson-baryon components Λ(1520) [33], [31] d-waveKN and πΣ dominance Λ c (2595) [9], [31], [11] small πΣ c Λ c (2625) [31] small meson-baryon components Λ b (5912)…”
Section: Baryonmentioning
confidence: 99%
“…Similar conclusion is drawn in the quantitative evaluations in Refs. [11,31] while the importance of the isospin breaking effect is pointed out [11]. The meson-baryon components in Λ c (2625) is also found to be small [31].…”
mentioning
confidence: 99%
“…by the chiral approach with the next-to-leading order interaction [10][11][12], and by the SU(6) extension of the Weinberg-Tomozawa interaction [31]. In all cases, it is found that the higher pole is dominated by theKN component, and the main component of the lower pole comes from the πΣ state.…”
mentioning
confidence: 99%
“…[11,31] while the importance of the isospin breaking effect is pointed out [11]. The meson-baryon components in Λ c (2625) is also found to be small [31]. On the other hand, the negative parity Λ b states are dominated by the SU(6) meson-baryon channels [31].…”
We present the recent developments in the studies of the structure of hadron resonances, focusing on the compositeness in terms of the hadronic degrees of freedom. We discuss the model dependence of the compositeness, and show that the structure of the near-threshold bound states and resonances is model-independently determined. The applications to various hadrons are summarized.
Charmed and beauty hadrons in matter are discussed within a unitarized coupled-channel model consistent with heavy-quark spin symmetry. We analyse the formation of D-mesic states as well as the propagation of charmed and beauty hadrons in heavy-ion collisions from LHC to FAIR energies.
The properties of the Λ(1405) resonance are key ingredients for determining the antikaon-nucleon interaction in strangeness nuclear physics, and the novel internal structure of the Λ(1405) is of great interest in hadron physics, as a prototype case of a baryon that does not fit into the simple threequark picture. We show that a quantitative description of the antikaonnucleon interaction with the Λ(1405) is achieved in the framework of chiral SU(3) dynamics, with the help of recent experimental progress. Further constraints on theKN subthreshold interaction are provided by analyzing πΣ spectra in various processes, such as the K − d → πΣn reaction and the Λ c → ππΣ decay. The structure of the Λ(1405) is found to be dominated by an antikaon-nucleon molecular configuration, based on its wavefunction derived from a realisticKN potential and the compositeness criteria from a model-independent weak-binding relation.
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