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基于全息AdS/QCD分布振幅D→ρ跃迁形状因子及半轻衰变的研究 被引量:1
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作者 左亚兵 郑洋 +2 位作者 冯宇静 任伟娜 王健 《辽宁师范大学学报(自然科学版)》 CAS 2014年第3期335-341,共7页
基于新的全息AdS/QCDρ介子分布振幅,利用完整QCD光锥求和规则计算了D→ρ半轻跃迁形状因子A1、A2、A3、V,并与以前基于传统分布振幅的光锥求和规则、格点计算及最新CLEO实验给出的结果进行了比较.研究表明,所给出的跃迁形状因子整体上... 基于新的全息AdS/QCDρ介子分布振幅,利用完整QCD光锥求和规则计算了D→ρ半轻跃迁形状因子A1、A2、A3、V,并与以前基于传统分布振幅的光锥求和规则、格点计算及最新CLEO实验给出的结果进行了比较.研究表明,所给出的跃迁形状因子整体上与CLEO实验给出的结果符合的更好.在此基础上,我们对D→ρlν半轻衰变进行了研究,计算了D+→ρ0l+ν、D0→ρ-l+ν的衰变宽度并结合分值比的最新实验测量值抽取了CKM矩阵元Vcd.利用D0→ρ-l+ν过程抽取的CKM矩阵元与当前世界平均值符合的很好,D+→ρ0l+ν对应的结果也在误差范围内与世界平均值一致. 展开更多
关键词 ads qcd分布振幅 形状因子 衰变宽度 CKM矩阵元
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ρ-meson longitudinal leading-twist distribution amplitude revisited and the D→ρsemileptonic decay
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作者 钟涛 代亚红 付海冰 《Chinese Physics C》 SCIE CAS CSCD 2024年第6期82-91,共10页
Motivated by our previous study[Phys.Rev.D 104(1),016021(2021)]on the pionic leading-twist distribution amplitude(DA),we revisit theρ-me son leading-twist longitudinal DAφ_(2;ρ)^(‖)(x,μ)in this study.A model prop... Motivated by our previous study[Phys.Rev.D 104(1),016021(2021)]on the pionic leading-twist distribution amplitude(DA),we revisit theρ-me son leading-twist longitudinal DAφ_(2;ρ)^(‖)(x,μ)in this study.A model proposed by Chang based on the DYyson-Schwinger equations is adopted to describe the behavior ofφ_(2;ρ)^(‖)(x,μ).However,theξ-moments ofφ_(2;ρ)^(‖)(x,μ)are calculated with the QCD sum rules in the framework of the background field theory.The sum rule formulas for these moments are improved.More accurate values for the first five nonzeroξ-moments at the typical scaleμ=(1.0,1.4,2.0,3.0)GeV are given,e.g.,atμ=1 GeV,(ξ^(2))>_(2;ρ)^(‖)=0.220(6),(ξ^(4))>_(2;ρ)^(‖)=0.103(4),(ξ^(6))>_(2;ρ)^(‖)=0.066(5),(ξ^(8))>_(2;ρ)^(‖)=0.046(4),and(ξ^(10))>_(2;ρ)^(‖)=0.035(3).By fitting these values with the least squares method,the DSE model forφ_(2;ρ)(x,μ)is determined.By taking the left-handed current light-cone sum rule approach,we obtain the transition form factor in the large recoil region,i.e.,A_(1)(0)=0.498_(-0.012)^(+0.014),A_(2)(0)=0.460_(-0.047)^(+0.055),and V(0)=0.800_(-0.014)^(+0.015),and the ratio r_(2)=0.923_(-0.119)^(+0.133),rV=1.607_(-0.071)^(+0.071).After extrapolating with a rapidly converging series based on z(t)-expansion,we present the|V_(cd)|-independent decay width for the semileptonic decays D→ρ^(l+)v_(l).Finally,the branching fractions are B(D^(0)→ρ^(-)e+v_(e))=1.825_(-0.162)^(+0.170)±0.004,B(D^(+)→ρ^(0)e+v_(e))=2.299_(-0.204)^(+0.214)±0.011,B(D^(0)→ρ^(-)μ^(+)v_(μ))=1.816_(-0.160)^(+0.168)±0.004,and B(D^(+)→ρ^(0)μ+v_(μ))=2.288_(-0.201)^(+0.212)±0.011. 展开更多
关键词 qcd sum rule charmed meson semileptonic decay Rho meson light-cone distribution amplitude
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Revisiting D-mesontwist-2,3 distribution amplitudes
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作者 钟涛 黄冬 付海冰 《Chinese Physics C》 SCIE CAS CSCD 2023年第5期73-81,共9页
Owing to the significant difference between the experimental measurements and the theoretical predictions of the standard model(SM)for the value of R(D)of the semileptonic decay B→Dtve,researchers speculate that this... Owing to the significant difference between the experimental measurements and the theoretical predictions of the standard model(SM)for the value of R(D)of the semileptonic decay B→Dtve,researchers speculate that this decay may be evidence of new physics beyond the SM.Usually,the D-meson twist-2,3 distribution amplitudes(DAs)Φ2;D(x,μ),d3:D(x,μ),and$g:D(x,μ)are the main error sources when perturbative QCD factorization and light-cone QCD sum rules are used to study B→Dtve.Therefore,it is important to obtain more reasonable and accurate behaviors for these DAs.Motivated by our previous work[Phys.Rev.D 104,no.1,016021(2021)]on pionic leading-twist DA,we revisit D-meson twist-2,3 DAsΦ2:D(x,μ),Φp3:D(x,μ),andΦσ3:D(x,μ).New sum rule formulae for the-moments of these three DAs are suggested for obtaining more accurate values.The light-cone harmonic oscillator models for the DAs are improved,and their parameters are determined by fitting the values of-moments via the least squares method. 展开更多
关键词 meson distribution amplitude qcd sum rules semileptonic decay
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Constraints ofξ-moments computed using QCD sum rules on pion distribution amplitude models
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作者 钟涛 朱志豪 付海冰 《Chinese Physics C》 SCIE CAS CSCD 2023年第1期125-134,共10页
To date,the behavior of the pionic leading-twist distribution amplitude(DA)φ2;π(x,μ)-which is a universal physical quantity and is introduced into high-energy processes involving pions based on the factorization th... To date,the behavior of the pionic leading-twist distribution amplitude(DA)φ2;π(x,μ)-which is a universal physical quantity and is introduced into high-energy processes involving pions based on the factorization theorem-is not completely consistent.The form ofφ2;π(x,μ)is usually described by phenomenological models and constrained by the experimental data on exclusive processes containing pions or the moments computed using QCD sum rules and the lattice QCD theory.Evidently,an appropriate model is extremely important to determine the exact behavior ofφ2;π(x,μ).In this paper,by adopting the least squares method to fit theξ-moments calculated using QCD sum rules based on the background field theory,we perform an analysis on several commonly used models of the pionic leading-twist DA in the literature;these include the truncation form of the Gegenbauer polynomial series,the light-cone harmonic oscillator model,the form extracted from the Dyson-Schwinger equations,the model from the light-front holographic AdS/QCD,and a simple power-law parametrization form. 展开更多
关键词 pion distribution amplitude qcd sum rules light-cone harmonic oscillator model
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基于PQCD框架下双光子到标量介子对过程中波函数模型研究
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作者 余秀 《科学技术创新》 2022年第1期29-32,共4页
近年来,在PQCD因子化的框架下,对于双光子的硬遍举过程展开了许多研究。研究表明,其散射振幅可以用可微扰计算的硬散射振幅和非微扰计算的强子波函数的卷积形式来表示,由此发现,对于强子波函数模型的选取便显得十分重要。本文基于QCD求... 近年来,在PQCD因子化的框架下,对于双光子的硬遍举过程展开了许多研究。研究表明,其散射振幅可以用可微扰计算的硬散射振幅和非微扰计算的强子波函数的卷积形式来表示,由此发现,对于强子波函数模型的选取便显得十分重要。本文基于QCD求和规则,在qq两夸克态的模型下,导出了标量介子的领头阶与次领头阶光锥分布振幅,进而可以顺利地与解析部分整体进行积分运算,得到散射截面大小如何随质心系能量变化而变化的关系图。 展开更多
关键词 微扰qcd 标量介子 波函数 分布振幅
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气溶胶质量浓度测量系统的设计与实现
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作者 沈雷 顾芳 +2 位作者 张加宏 冒晓莉 刘毅 《电子器件》 CAS 北大核心 2017年第5期1244-1249,共6页
为监测近地面气溶胶颗粒,设计了基于单粒子光散射法的气溶胶质量浓度测量系统。通过高速AD9656转换器与FPGA多通道采集卡对前端光学传感器输出信号进行采集,并由STM32微控制器结合分形反演模型完成气溶胶质量浓度的测定,测量结果通过无... 为监测近地面气溶胶颗粒,设计了基于单粒子光散射法的气溶胶质量浓度测量系统。通过高速AD9656转换器与FPGA多通道采集卡对前端光学传感器输出信号进行采集,并由STM32微控制器结合分形反演模型完成气溶胶质量浓度的测定,测量结果通过无线模块传输至云端。实验表明:对于烟尘和空气样品,分形模型反演的质量浓度值与标准值吻合较好,拟合直线斜率分别为0.962 57和0.906 38,相关系数均高于0.99,表明提出的气溶胶质量浓度测量系统具有一定的实用价值。 展开更多
关键词 气溶胶质量浓度 光散射 高速ad转换器 多通道信号采集电路 信号幅度分布
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由QCD求和规则计算π介子和K介子twist-3分布振幅的归一化常数(英文)
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作者 吴兴华 周明震 黄涛 《高能物理与核物理》 EI CSCD 北大核心 2005年第8期727-730,共4页
用QCD求和规则计算了π介子和K介子的两个twist3分布振幅的归一化常数mp0π和mp0K.与运动方程的要求不同,计算结果表明(把求和规则微扰部分的αs修正考虑之后),mp0π=1.00±0.17GeV,mp0K=1.46±0.23GeV.应该指出的是,它们与运... 用QCD求和规则计算了π介子和K介子的两个twist3分布振幅的归一化常数mp0π和mp0K.与运动方程的要求不同,计算结果表明(把求和规则微扰部分的αs修正考虑之后),mp0π=1.00±0.17GeV,mp0K=1.46±0.23GeV.应该指出的是,它们与运动方程给出的结果相比要小不少.比如π介子的情形,QCD求和规则给出的上述结果约是运动方程要求的值的50%左右.在exclusive的一些过程中,人们发现,一直到Q2较大(2—40GeV2)的区域,本应受到抑止的非首要的(比如,nonleadingtwist的贡献)贡献还可以跟首要的贡献(比如,leadingtwist的贡献)相比,甚至可以超过.这是难以相信的.而较小的归一化常数将有助于弱化这个矛盾.计算结果支持这一点. 展开更多
关键词 Π介子 K介子 twist-3 分布振幅 归一化常数 qcd求和规则
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B→π跃迁形状因子中扭度为3的分布振幅(英文) 被引量:1
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作者 周明震 吴兴华 黄涛 《高能物理与核物理》 CSCD 北大核心 2004年第9期927-930,共4页
我们选择了恰当的手征流关联函数 ,用光锥QCD求和规则去计算B到π的跃迁形状因子 ,得到的结果仅仅依赖于π介子的 3扭度光锥分布振幅 .这样从f+ Bπ的研究中 ,我们就可以对π介子的 3扭度光锥分布振幅给出一个约束条件 .
关键词 手征流关联函数 跃迁形状因子 B→π跃迁 光锥分布振幅 光锥qcd求和规则 高能物理学 约束条件
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Improved analysis of the rare decay processes of Λ_(b)
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作者 Ren-hao Deng Yong-lu Liu Ming-qiu Huang 《Communications in Theoretical Physics》 SCIE CAS CSCD 2021年第10期114-124,共11页
It is noted that in the new Particle Data Group(PDG) version the rare decays of the Λ_(b) baryon have been revised with more accuracy. The new results show that most of the existing theoretical results on the process... It is noted that in the new Particle Data Group(PDG) version the rare decays of the Λ_(b) baryon have been revised with more accuracy. The new results show that most of the existing theoretical results on the process Λ_(b)→Λ_(γ) Lgbare larger than those of experiments. With the improved higher-order light-cone distribution amplitudes of the Λ baryon, we reanalyze the process in the framework of light-cone quantum chromodynamics sum rules and the branching ratio is estimated to be Br (Λ_(b)→Λ_(γ))=(7.38-0.39+0.40)×10^(16), which is consistent with the new experimental result. Furthermore, another process Λ_(b)→Λl+l- is also analyzed in the same frame. The final branching ratio is calculated to be Br (Λ_(b)→Λl+l-)=1.20×10^(-6), which is in good accordance with the data from the PDG and other theoretical predictions. 展开更多
关键词 light-cone distribution amplitude rare decay light-cone qcd sum rules
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