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矢量介子第一径向激发态质量谱的研究 被引量:1
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作者 魏科伟 祁敬娟 张静 《郑州大学学报(理学版)》 CAS 北大核心 2013年第4期72-76,共5页
在Regge唯象下计算了径向激发态23S1矢量多重态的介子质量.K*(1 410)作为23S1多重态的K*'(23S1)介子很不合理,建议在1 586 MeV能量附近寻找和研究K*'介子,分别在2.587,5.813,5.925,6.895 GeV能量附近寻找和研究D*'(23S1),B*... 在Regge唯象下计算了径向激发态23S1矢量多重态的介子质量.K*(1 410)作为23S1多重态的K*'(23S1)介子很不合理,建议在1 586 MeV能量附近寻找和研究K*'介子,分别在2.587,5.813,5.925,6.895 GeV能量附近寻找和研究D*'(23S1),B*'(23S1),B*'s(23S1),B*'c(23S1)介子.研究结果对于通过实验寻找尚未观测到的径向激发态(23S1)矢量介子和进一步研究其自旋-宇称安排有一定的意义. 展开更多
关键词 Regge唯象 矢量介子 质量谱
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矢量粲-底介子质量谱在雷吉唯象学中的研究
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作者 于凤军 魏科伟 +2 位作者 祁敬娟 李宁 王振洋 《安阳师范学院学报》 2012年第5期1-5,共5页
在雷吉(Regge)唯象学中,本文利用雷吉轨迹结合Regge斜率和截距关系式,首先计算了基态矢量粲-底介子B*c的质量,然后计算了矢量底偶素和粲偶素的雷吉斜率比值,最后计算了激发态矢量粲-底介子cb珋(2S,3S,4S)的质量。本文的预言与其它方法... 在雷吉(Regge)唯象学中,本文利用雷吉轨迹结合Regge斜率和截距关系式,首先计算了基态矢量粲-底介子B*c的质量,然后计算了矢量底偶素和粲偶素的雷吉斜率比值,最后计算了激发态矢量粲-底介子cb珋(2S,3S,4S)的质量。本文的预言与其它方法得到的结果很好的符合,这些预言可以对我们探索未被发现的粲-底矢量cb珋介子态提供帮助。 展开更多
关键词 雷吉唯象学 粲-底介子 质量谱
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含有底夸克的重子质量谱在雷吉唯象学中的计算
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作者 魏科伟 林洁 +1 位作者 王振洋 祁敬娟 《安阳师范学院学报》 2012年第5期17-20,共4页
在雷吉唯象学中,结合实验最新得到的底重子的质量,运用一系列的质量关系式,计算得到一些实验上还未观测到的含有底夸克b的自旋宇称为3/2+重子的质量。研究结果对于通过实验发现新的底重子以及研究其自旋-宇称安排有一定的意义。
关键词 重子 质量关系 雷吉唯象学 雷吉轨迹
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矢量介子及其激发态的讨论 被引量:1
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作者 魏科伟 )陈兵 +3 位作者 王振洋 祁敬娟 陈新云 翁铭华 《物理学报》 SCIE EI CAS CSCD 北大核心 2013年第18期114-121,共8页
在Regge唯象下,首先研究自旋-宇称多重态中六个介子质量间的关系式.运用验证后的关系式,重点计算基态矢量介子多重态(13S1)中尚未观测到的双重粲-底介子B c的质量.还计算了径向激发态23S1多重态的介子质量和轨道激发态13G5介子九重态的... 在Regge唯象下,首先研究自旋-宇称多重态中六个介子质量间的关系式.运用验证后的关系式,重点计算基态矢量介子多重态(13S1)中尚未观测到的双重粲-底介子B c的质量.还计算了径向激发态23S1多重态的介子质量和轨道激发态13G5介子九重态的质量.根据计算结果结合实验数据和其他理论进行讨论,建议在6355 MeV附近寻找和研究B c介子,将D(2600)和Ds1(2700)分别作为主要成分为nˉc(23S1)和sˉc(23S1)的态进行研究;分别在5812,5917,6896 MeV附近寻找矢量介子第一径向激发态B(2S),B s(2S)和B c(2S).建议将ω5(2250)安排在13G5介子九重态的同位旋标量态,实验上在2259 MeV附近进一步研究ρ5(2350)的性质,在2438 MeV附近寻找和研究5(13G5).研究结果对于相关介子的自旋-宇称安排和通过实验寻找新的介子激发态具有重要的参考价值. 展开更多
关键词 Regge唯象 矢量介子 质量谱
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Impact of a_(0)^(0)(980)-f_(0)(980) mixing on the localized CP violations of the B^(-)→K^(-)π^(+)(π)^(-) decay
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作者 祁敬娟 张萱 +2 位作者 王超 王振洋 郭新恒 《Chinese Physics C》 SCIE CAS CSCD 2022年第8期141-148,共8页
In the framework of the QCD factorization approach,we study the localized CP violations of the B^(-)→K^(-)π^(+)(π)^(-)decay with and without the a_(0)^(0)(980)-f_(0)(980) mixing mechanism and observe that the local... In the framework of the QCD factorization approach,we study the localized CP violations of the B^(-)→K^(-)π^(+)(π)^(-)decay with and without the a_(0)^(0)(980)-f_(0)(980) mixing mechanism and observe that the localized CP violation can be enhanced by this mixing effect when the mass of the π^(+)(π)^(-)pair is in the vicinity of the f_(0)(980) resonance.The corresponding theoretical prediction results are A_(CP)(B^(-)→Kf_(0)→K^(-)π^(+)(π)^(-))=[0.126,0.338](0.232±0.106 with the central value form) and A_(CP)(B^(-)→K^(-)f_(0)(a_0)→K^(-)π^(+)(π)^(-))=[0.230,0.615](0.423±0.193 with the central value form),respectively.Meanwhile,we also calculate the branching fraction of the B^(-)→K^(-)f_(0)(980)→K^(-)π^(+)(π)^(-)decay,which is consistent with the experimental results.We suggest that the a_(0)^(0)(980)-f_(0)(980) mixing mechanism should be considered when theoretically and experimentally studying the CP violation of the B or D meson decays. 展开更多
关键词 CP violation heavy quark physics B meson decay
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Phenomenological studies on B^(0)→[K^(-)π^(+)]s/v[π^(+)π^(-)]v/s→K^(-)π^(+)π^(+)π^(-)decay
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作者 祁敬娟 王振洋 +1 位作者 张珠峰 郭新恒 《Chinese Physics C》 SCIE CAS CSCD 2021年第5期66-76,共11页
Within the quasi-two-body decay model,we study the localized CP violation and branching fraction of the four-body decay B^(0)→[K^(-)π^(+)]s/v[π^(+)π^(-)]v/s→K^(-)π^(+)π^(+)π^(-)whenthe K^(-)π^(+)andπ^(-)π^(... Within the quasi-two-body decay model,we study the localized CP violation and branching fraction of the four-body decay B^(0)→[K^(-)π^(+)]s/v[π^(+)π^(-)]v/s→K^(-)π^(+)π^(+)π^(-)whenthe K^(-)π^(+)andπ^(-)π^(+)pair invariant masses are 0.35<mK^(-)π^(+)<2.04GeV and 0<mπ^(-)π^(+)<1.06 GeV,with the pairs being dominated by the K*0(700)0,K*(892)0,K*(1410)0,K*0(1430)and K*(1680)0,and fo(500),ρ0(770),ω(782)and f0(980)resonances,respectively.When dealing with the dynamical functions of these resonances,f0(500),ρ0(770),f0(980)and K*0(1430)are modeled with the Bugg model,Gounaris-Sakurai function,Flatte formalism and LASS lineshape,respectively,while the others are described by the relativistic Breit-W igner function.Adopting the end point divergence parametersρA∈[0,0.5]andφA∈[0,2π],our predicted results are ACρ(B0→K-π^(+)π^(+)π^(-))∈[-0.365.0.447]and B(B0→K-π^(+)π^(+)π^(-))∈[6.11,185.32]×10^(-8),based on the hypothetical qq structures for the scalar mesons in the QCD factorization ap-proach.Meanwhile,we calculate the CP violating asymmetries and branching fractions of the two-body decaysB0→SV(VS)and all the individual four-body decays B0→SV(VS)→K^(-)π^(+)π^(-)π^(+),respectively.Our theoretical results for the two-body decays B0→K<(892)0 f0(980),B0→K*0(1430)0ω(782),B0→K*(892)0f0(980),B0→K*0(1430)0ρ,and B0→K*0(1430)0ωare consistent with the available experimental data,with the remaining predic-tions await testing in future high precision experiments. 展开更多
关键词 CP violation B meson QCD factorization
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Studying the localized CP violation and the branching fraction of the B^0→K^-π^+π^+π^-decay
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作者 祁敬娟 王振洋 +1 位作者 徐晶 郭新恒 《Chinese Physics C》 SCIE CAS CSCD 2020年第10期51-58,共8页
In this work,we study the localized CP violation and the branching fraction of the four-body decay^ˉB 0→K^−π^+π^−π^+by employing a quasi-two-body QCD factorization approach.Considering the interference of^ˉB 0→... In this work,we study the localized CP violation and the branching fraction of the four-body decay^ˉB 0→K^−π^+π^−π^+by employing a quasi-two-body QCD factorization approach.Considering the interference of^ˉB 0→ˉK^∗0(700)ρ0(770)→K^−π^+π^−π^+and^ˉB 0→ˉK∗(892)f0(500)→K^−π^+π^−π^+channels,we predict ACP(^ˉB 0→K^−π^+π^−π^+)∈[0.15,0.28]and B(^ˉB 0→K^−π^+π^−π^+)∈[1.73,5.10]×10^−7,respectively,which shows that the interference mechanism of these two channels can induce the localized CP violation to this four-body decay.Meanwhile,within the two quark model framework for the scalar mesons f0(500)andˉK^∗0(700),we calculate the direct CP violations and branching fractions of the^ˉB 0→ˉK^∗0(700)ρ0(770)and^ˉB 0→ˉK∗(892)f0(500)decays,respectively.The corresponding results are ACP(^ˉB 0→ˉK^∗0(700)ρ0(770))∈[0.20,0.36],ACP(^ˉB 0→ˉK∗(892)f0(500))∈[0.08,0.12],B(^ˉB 0→ˉK^∗0(700)ρ0(770)∈[6.76,18.93]×10^−8 and B(^ˉB 0→ˉK∗(892)f0(500))∈[2.66,4.80]×10^−6,indicating that the CP violations of these two-body decays are both positive and the branching fractions quite different.These studies provide a new way to investigate the aforementioned four-body decay and can be helpful in clarifying the configuration of the structure of the light scalar meson. 展开更多
关键词 decays of bottom mesons CP violation perturbative calculations
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Spectra of charmed and bottom baryons with hyperfine interaction
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作者 王振洋 祁敬娟 +1 位作者 郭新恒 魏科伟 《Chinese Physics C》 SCIE CAS CSCD 2017年第9期27-37,共11页
Up to now, the excited charmed and bottom baryon states have still not been well studied experimentally or theoretically. In this paper, we predict the mass of Ωb, the only L=0 baryon state which has not been observe... Up to now, the excited charmed and bottom baryon states have still not been well studied experimentally or theoretically. In this paper, we predict the mass of Ωb, the only L=0 baryon state which has not been observed, to be 6069.2 MeV. The spectra of charmed and bottom baryons with the orbital angular momentum L= 1 are studied in two popular constituent quark models, the Goldstone boson exchange (GBE) model and the one gluon exchange (OGE) hyperfine interaction model. Inserting the latest experimental data from the "Review of Particle Physics", we find that in the GBE model, there exist some multiplets (∑c(b), ≡c(b) and Ωc(b)) in which the total spin of the three quarks in their lowest energy states is 3/2, but in the OGE model there is no such phenomenon. This is the most important difference between the GBE and OGE models. These results can be tested in the near future. We suggest more efforts to study the excited charmed and bottom baryons both theoretically and experimentally, not only for the abundance of baryon spectra, but also for determining which hyperfine interaction model best describes nature. 展开更多
关键词 charmed baryons bottom baryons mass spectra fine and hyperfine structure
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