1) Langde g factor g
郎德g因子g
2) Landé g-factor
朗德g因子
1.
Observations of the relative intensity of the Zeeman effect of Hg and measurement of the Landé g-factor;
Hg的Zeeman效应相对强度实验观察与朗德g因子测量
2.
This paper Compares the normal Zeeman effect and abnormal Zeenman effect by three aspects:the strong or weak magnetic field,the value of Landé g-factor and the quantum mechanics perturbation theory and reveals the distinction connection between normal Zeeman effect and abnormal Zeenman effect.
从磁场的强弱、朗德g因子取值、量子力学微扰论等三个方面对正常塞曼效应和反常塞曼效应进行了比较,揭示了正常塞曼效应和反常塞曼效应之间的区别和联系。
3) Lande g-factor
朗德g因子
1.
A method for measuring the Lande g-factor by Zeeman effect experiment
用塞曼效应实验测量朗德g因子
2.
On the basis of the result of Zeeman Effect experimental and from the angle of electron spin,it presents the rightness by using L(L+1),S(S+1),J(J+1)to replace L2 、S2 、J2 respectively in Lande g-factor,and compares with the normal and abnormal Zeeman effect according to Lande g-factor value to reveal their differences and relations.
在塞曼效应实验结果的基础上,从电子自旋的角度出发,用量子力学的观点对塞曼效应中能级及谱线的分裂情况进行解释;指出朗德g因子中用L(L+1)、S(S+1)、J(J+1)分别替代L2、S2、J2的正确性,并从朗德g因子的取值对正常塞曼效应和反常塞曼效应进行比较,对它们的区别与联系加以揭示。
4) g factor
g因子
1.
Spectrum structure and g factor of electron paramagnetic resonance of LiCoO_2 crystal doped with Ni;
掺入Ni元素的LiCoO_2晶体光谱结构及电子顺磁共振g因子
2.
An investigation of g factors for Ti~(3+) in Ti~(3+) : ZrSiO_4 crystal;
Ti~(3+):ZrSiO_4中Ti~(3+)中心g因子研究
3.
An investigation of g factors for Cu~2+ in Cu_0.5Zr_2(PO_4)_3 crystals;
Cu_(0.5)Zr_2(PO_4)_3:Cu~(2+)中心g因子研究
5) g-factor
g因子
1.
Stndy on the Contribution Rule of the Ligands to the g-factors in ZnX:Co~(2+)(X=S,Se,Te) Crystals;
ZnX:Co~(2+)(X=S,Se,Te)中配体对g因子贡献规律的研究
2.
g-factor for Clusters (CoSe_4)~(6-) in ZnSe:Co~(2+);
ZnSe:Co~(2+)中四面体络离子(CoSe_4)~(6-)的g因子
6) (g,f)-factor
(g,f)-因子
1.
(g,f)-factorization of(mg+1,mf)-graphs
(mg+1,mf)-图的(g,f)-因子分解
2.
A degree condition for graphs to have Hamiltonian(g,f)-factors
图有哈密顿(g,f)-因子的度条件
3.
It is proved that ①if g(x)≥1,H is a subgraph of G with m edges,then G has a(g,f)-factorization orthogonal to H;②if g(x)≥2,H is a subgraph of G with 2m edges,then G has a(g,f)-factorization 2-orthogonal to H.
则G有一个(g,f)-因子分解与H-正交。
补充资料：贯井德郎
1968年出生于东京，早稻田大学商学部毕业，1993年以气氛阴霾密布的犯罪诡计小说《恸哭》入选第四届鲇川哲也奖的候补名单，其后再相继发表了三部悬念性和意外性并存的症候群系列作品、包括1995年的《失踪症候群》、1998年的《诱拐症候群》和2002年的《杀人症候群》。其他类型的作品还有1998年首部九条与朱芳系列的《鬼流杀生祭》。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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