A note on the mass splitting of K(892)

Belle Collaboration reported a new observed value of K^*－(892) mass by studying τ^－→ K_Sπ－ν_τ decay, which is significantly different from the current world average value given by Particle Data Group 2006. Motivated by this new data, we revisit the issue on the K^*0(892)－K^*±(892) mass splitting. Our theoretical estimation favors the new measurement by Belle Collaboration. Therefore further experimental efforts are urgently needed to improve our understanding of these issues.     

Evidence for special relativity with de Sitter space-time symmetry

I show the formulation of de Sitter Special Relativity (dS-SR) based on Dirac-Lu-Zou-Guo's discussions. dS-SR quantum mechanics is formulated, and the dS-SR Dirac equation for hydrogen is suggested. The equation in the earth-QSO framework reference is solved by means of the adiabatic approach. It's found that the fine-structure "constant" α in dS-SR varies with time. By means of the t-z relation of the ΛCDM model, α's time-dependency becomes redshift z-dependent. The dS-SR's predictions of Δα/α agree with data of spectra of 143 quasar absorption systems, the dS-space-time symmetry is SO(3,2) (i.e., anti-dS group) and the universal parameter R (de Sitter ratio) in dS-SR is estimated to be R≈2.73×10¹² ly. The effects of dS-SR become visible at the cosmic space-time scale (i.e., the distance ≥ 10⁹ ly). At that scale, dS-SR is more reliable than Einstein SR. The α-variation with time is evidence of SR with de Sitter symmetry.     

轴矢量介子f1(1282)在手征孤立子模型中的效应--f1运动方程的大NC分析

从U (2 ) L ×U (2 ) R 手征孤立子模型出发 ,通过(πωf1 )模型考察了轴矢量介子 f1 (1 2 82 )的时间分量和空间分量的量级与其手征伙伴ω的关系。通过对 f1 运动方程的大NC 分析 ,发现 :f1 的时间分量 f0 具有O(1N3/2C)的量级 ,其空间分量 fi 具有和ω空间分量ωi 相同的O(1NC)量级。因此 ,在研究孤立子转动激发时 ,fi 和ωi 应该同时考察。这是首次对于 f1 在手征孤立子模型中的效应进行定量估算。     

变加速直线运动黑洞中Weyl中微子的Hawking辐射

利用推广的乌龟坐标变换法研究了作变加速直线运动的Kinnersley黑洞中Weyl中微子的量子 热效应，导出了局部的事件视界面方程和Hawking温度以及中微子的热辐射谱.结果表明视界 的位置和温度不仅随时间变化，而且明显依赖于方位角. 关键词： Hawking辐射 Weyl中微子 动态Kinnersley黑洞 广义乌龟坐标变换     

U(2)L×U(2)R介子手征理论中对衰变ρ→ππ的重求和研究

把U(2)_L×U(2)_R介子手征理论中对矢量介子的O(p⁴)计算用重求和方法进行了改进,并重新研究了衰变ρ→ππ.由此得到了f_ρππ(p²)直到O(p^∞)的完整表达式,并基于收敛性条件和么正性条件给出了一个重要的非微扰结论.     

K*(892)电磁质量反常(英文)

电中性的 K* (892 )电磁质量可以大于带电荷的 K* (892 ) .这是异乎寻常的现象 ,将被称为K* -电磁质量反常 .评述了这个课题 ,并指出 K* 的质量劈裂可以在北京谱仪 (BES)上作精密测量. Electromagnetic masses of neutral K *(892) may be larger than one of charged K *(892). It is unusual and is called K *-EM-mass anomaly. We review the studies on this issue, and point out that K *-mass splitting can be measured in BES accurately.     

One Electron Atom in Special Relativity with de Sitter Space-Time Symmetry(Ⅱ): ——Higher Order Contributions

This is a follow of previous work entitled "One Electron Atom in Special Relativity with de Sitter SpaceTime Symmetry" [Commun. Theor. Phys. 57(2012) 930]. In this paper, we consider the higher order calculations and contributions in the previous framework to solve one electron atoms in de Sitter invariant relativistic quantum mechanics. The next-to-leading-order calculations in 1/R2-expansions show that the fine-structure constant α is variant with cosmologic time going by in the de Sitter invariant special relativistic quantum mechanics with standard FRW cosmologic model.     

轴矢量介子f1(1282)在手征孤立子模型中的效应--f1对于静态质量和转动惯量的贡献

从U (2 ) L ×U (2 ) R 手征孤立子模型出发 ,通过(πωf1 )模型考察了轴矢量介子 f1 (1 2 82 )对于孤立子转动惯量和重子多重态质量劈裂的影响。通过 f1 对转动惯量贡献的计算发现 :1 .f1 对于转动惯量具有一定的减小作用 ,但是量级很小 ,这表明以往忽略 f1 的研究是近似合理 ,f1 介子的引入可以略微增大质量劈裂 ;2 .在合理选取ω与重子流耦合常数的情况下 ,得到的静态质量与实验比较符合。这是首次对 f1 介子在手征孤立子模型中的效应进行定量估算。     

在BEPCⅡ/BESⅢ上测量K((892)质量劈裂的Monte Carlo研究

对BEPCⅡ BESⅢ上的J ψ→K±K (892 ) 和J ψ→K0 K (892 ) 0 过程进行了MonteCarlo模拟,对测量K (892 )的质量劈裂的可行性进行了研究.在BESⅢ探测器的设计指标下,采用6×10 8J ψ数据,若输入K (892)0 和K(892)±的质量差为6 0 0MeV ,经过BESⅢ模拟和拟合后的质量差则是5 79±0 16±0 13MeV ,其中第一项误差为统计误差,第二项误差为系统误差.这表明,BESⅢ的建造将为精确测量K (892 )质量劈裂提供极佳机遇.