Λ resonances studied in Kp→Σ0π0 in a chiral quark model

  • A chiral quark-model approach is extended to the study of the KN scattering at low energies. The process of K-p→Σ0π0 at PK\≤800 MeV/c (i.e. the center mass energy W≤1.7 GeV) is investigated. The Λ(1405)S01 dominates the reactions over the energy region considered here. Around PK=400 MeV/c, the Λ(1520)D03 is responsible for a strong resonant peak in the cross section. Our analysis suggests that there exist configuration mixings within the Λ(1405)S01 and Λ(1670)S01 as admixtures of the [70,21,1/2] and [70,28,1/2] configurations. The Λ(1405)S01 is dominated by [70,21,1/2], and Λ(1670)S01 by [70,28,1/2]. The non-resonant background contributions, i.e. u-channel and $t$-channel, also play important roles in the explanation of the angular distributions due to amplitude interferences.

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ZHONG Xian-Hui and ZHAO Qiang. Λ resonances studied in Kp→Σ0π0 in a chiral quark model[J]. Chinese Physics C, 2009, 33(12): 1373-1376. doi: 10.1088/1674-1137/33/12/058
ZHONG Xian-Hui and ZHAO Qiang. Λ resonances studied in Kp→Σ0π0 in a chiral quark model[J]. Chinese Physics C, 2009, 33(12): 1373-1376.  doi: 10.1088/1674-1137/33/12/058 shu
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Received: 2009-08-07
Revised: 1900-01-01
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Λ resonances studied in Kp→Σ0π0 in a chiral quark model

    Corresponding author: ZHONG Xian-Hui,

Abstract: 

A chiral quark-model approach is extended to the study of the KN scattering at low energies. The process of K-p→Σ0π0 at PK\≤800 MeV/c (i.e. the center mass energy W≤1.7 GeV) is investigated. The Λ(1405)S01 dominates the reactions over the energy region considered here. Around PK=400 MeV/c, the Λ(1520)D03 is responsible for a strong resonant peak in the cross section. Our analysis suggests that there exist configuration mixings within the Λ(1405)S01 and Λ(1670)S01 as admixtures of the [70,21,1/2] and [70,28,1/2] configurations. The Λ(1405)S01 is dominated by [70,21,1/2], and Λ(1670)S01 by [70,28,1/2]. The non-resonant background contributions, i.e. u-channel and $t$-channel, also play important roles in the explanation of the angular distributions due to amplitude interferences.

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