1) hadronic matrix element
强子矩阵元
1.
We calculated systematically the hadronic matrix elements of D+→■ 0π+ decays with light cone QCD sum rules firstly, which included the contributions of factorization in the leading order, the hard gluon exchange in the next leading order, and the soft-gluon exchange in the power order.
用光锥QCD求和规则计算D+→■-0π+衰变过程的强子矩阵元,包括领头阶因子化部分、αs修正的硬胶子和软胶子交换部分。
2.
In this paper, the hadronic matrix element of 0→ 0π 0 decay is calculated systematically, which includes the contribution of fac t orization in the leading order, the O(α s) correction from hard gluon exch ange and the correction from soft gluon exchange.
系统地计算 B0 → K0 π0 衰变过程的强子矩阵元 ,它包括领头阶因子化部分 ,αs 修正的硬胶子交换部分和软胶子交换部分 。
3.
We calculated systematically the hadronic matrix elements of D~0→K~0π~0 decays with light cone OCD sum rules firstly,which are included the contributions of factorization in the leading order,the hard gluon exchange.
用光锥 QCD 求和规则系统地计算 D~0→~0π~0衰变过程的强子矩阵元,它包括领头阶因子化部分,a_5修正的硬胶子交换部分和软胶子交换部分的贡献。
2) Improved strong component matrix
强子矩阵法
3) electron transfer matrix element
电子转移矩阵元
1.
We have also calculated a molecule with spiro π - electronic structure by use of this method and obtained its potential energy surface, exothermicity △E, reorganization energy λ and electron transfer matrix elements VAB.
然后用此程序包中AMI方法对具有螺环结构的分子进行处理,计算了化合物在不同外加电场强度下的势能面、反应热ΔE,重组能λ及电子转移矩阵元V_(AB),结果表明,λ,V_(AB)受外加电场的影响较小,而ΔE则与之成正比。
4) Electronic coupling matrix element
电子耦合矩阵元
5) intensity matrix
强度矩阵
1.
In the light of the shortcomings of the currently prevailing calculation methods,an auxiliary steam-water intensity matrix for thermal power plants has been pr.
然而,传统的热经济性计算方法均在不同程度上存在一定的局限性,针对现有计算方法的不足,提出火电机组辅助汽水强度矩阵。
6) strong matrix
强壮矩阵
补充资料：春日书情寄元校书伯和相国元子
【诗文】：
数岁平津邸，诸生出门时。羁孤力行早，疏贱托身迟。
芳草看无厌，青山到未期。贫居悲老大，春日上茅茨。
卫玠琼瑶色，玄成鼎鼐姿。友朋汉相府，兄弟谢家诗。
律合声虽应，劳歌调自悲。流年不可住，惆怅镜中丝。
【注释】：
【出处】：
全唐诗：卷269_2
数岁平津邸，诸生出门时。羁孤力行早，疏贱托身迟。
芳草看无厌，青山到未期。贫居悲老大，春日上茅茨。
卫玠琼瑶色，玄成鼎鼐姿。友朋汉相府，兄弟谢家诗。
律合声虽应，劳歌调自悲。流年不可住，惆怅镜中丝。
【注释】：
【出处】：
全唐诗：卷269_2
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条