1)  GMI effect
磁矩取
2)  microstructure
磁矩取向
3)  Magnetic Moment
磁矩
1.
Quality of magnetic moment of bilayer honeycomb Ising model;
双层蜂窝型伊辛模型磁矩的性质
2.
The characters of bilayer superlattice Ising model magnetic moment;
双层超晶格伊辛模型磁矩的性质
4)  Magnetic moments
磁矩
1.
The complexes have been characterized by elemental analysis,IR,electronic spectra,molar conductance and magnetic moments at room temperature.
经元素分析、红外光谱、电子光谱、摩尔电导及室温磁矩对配合物的组成和结构进行了表征。
2.
The structural stabilities and magnetic moments of the pseudomorphic Fe ovedayers on Mo (110) substrates are studied by using first-principle plane wave pseudopotential method based on the density functional theory.
吸附单层的Fe的磁矩达到了2。
3.
We calculate their masses and magnetic moments and discuss their possible strong decays using the chiral Lagrangian formalism.
我们计算了这些负宇称态的质量与磁矩 ,用手征有效拉氏量讨论了他们可能的强衰变模式和选择定择 ,发现有两个态可能比较窄 。
5)  magnetization
磁矩
1.
The influences of the coupling of ground multistate of Nd 3+ ions in Nd:YIG on the magnetization and magneto-optical effects are calculated by using quantum theory.
应用量子理论计算了Nd :YIG中Nd3 + 离子基态多重态耦合对磁矩与磁光效应的影响。
2.
The influence of the spin-orbit coupling of the ground configuration on the magnetization, the magneto-optical effects and the magneto-optical coefficient are calculated by using quantum theory.
应用量子理论计算了Nd:YIG中Nd3+离子基态旋轨耦合对离子磁矩、磁光效应以及磁光系数的影响。
3.
The structure and magnetic properties of these compounds were investigated by X-ray diffraction and magnetization mea- surements.
计算表明室温下Gd2Fe17化合物中Gd的原子磁矩约为1。
6)  magnetism
磁矩
1.
The energy, vibrational frequency and magnetism are calculated.
在CoBen(n=1—12)团簇中,Co原子的磁矩出现了奇偶振荡,当n=6时,Co原子的4s,3d和Be原子的2s,2p较强杂化、Co-Be键长的减小以及对称性的降低导致Co原子的磁矩最小。
2.
Energy,vibrational frequency and magnetism have been calculated.
结果表明:团簇的几何结构与自旋多重度有关,最低能量结构的自旋多重度是3和1;n≥4时,较强的p,d杂化导致团簇的磁矩淬灭;与Ben+1(n=2-12)团簇相比,NiBen(n=2-12)团簇的稳定性增强;能隙明显减小,化学活性增强,得出了掺杂Ni原子可以增强团簇稳定性和化学活性的结论;二阶能量差分表明,4,10是团簇的幻数。
参考词条
补充资料：饱和磁矩
分子式：
CAS号：

性质：当热力学温度趋于0时磁性体的饱和磁化强度，称为(绝对)饱和磁矩。在某一温度下，物体内所有原子的磁矩受到外磁场作用，并都能按照某一方向整齐地排列，这时的总磁矩为该温度的饱和磁矩。在电器铁芯材料(电磁铁和永磁铁)中饱和磁矩是非常重要的物理量。

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