1) Energy Band Dispersion
能带色散关系
1.
Electronic Energy Band Dispersions of Quantum Wells Ge_(0.3)Si_(0.7)/Si/Ge_(0.3)Si_(0.7) in Well Plane Directions;
量子阱Ge_(0.3)Si_(0.7)/Si/Ge_(0.3)Si_(0.7)在阱平面方向上的电子能带色散关系
2) Energy dispersion relation
能量色散关系
1.
The numerical calculations are performed for the in dividual doped single-walled carbon nanotubes (SWNTs) (metallic and semiconduct or ones) to investigate current properties depending on the bias voltage,doping concentration and tubular diameters within framework of the Boltzmann equation a nd energy dispersion relation of SWNTs.
依据 Boltzm ann方程及单壁碳纳米管 ( SWNTs)能量色散关系 ,对单个掺杂 SWNTs(金属型和半导体型 )所加偏压、掺杂浓度及管口直径影响输运电流的性质进行数值计算 。
3) dispersion relation
色散关系
1.
Dispersion relation of a cylinder-cone disk-loaded waveguide structure;
一种柱-锥盘荷波导的色散关系
2.
The dispersion relations of ULF/ELF waves propagating in the ionospheric Alfvén resonator;
ULF/ELF波在IAR中传播的色散关系研究
3.
Calculation of dispersion relation and radiation pattern of plasma antenna;
等离子体天线色散关系和辐射场数值计算
4) dispersive relation
色散关系
1.
The complete picture of photonic bandgap of TE and TM of one-dimensional photonic crystal is studied by dispersive relation.
利用—维光子晶体的色散关系,绘出了一维光子晶体TE波和TM波的能带随入射角和波长变化的三维立体图,并从俯视、主视、右视三个侧面,全面、立体地研究了一维光子晶体能带结构的全貌特征。
2.
The principal refractive indexes and dispersive relationship ofK_2B_4O_7·4H_2O crystal have been reported in this paper,its nonlinear opticaldoubling coefficient d_(25) was measured by Maker fringe s method.
本文报道了四硼酸钾晶体(K_2B_4O_7·4H_2O)的主轴折射率和色散关系,利用马克条纹法测量了该晶体的非线性倍频系数,计算并绘制了该晶体倍频和三倍频的位相匹配曲线,验证了倍频方向。
5) dispersion relations
色散关系
1.
On the basis of magnetic hydrokinetic equations,this paper calculates the dispersion relations of symmetrical unmagnetized cold plasma,and observes the transmission rules of electromagnetic waves in it by the dynamic PIC parti- cle simulation method.
从磁流体动力学方程出发,计算均匀非磁化冷等离子体的色散关系,并采用PIC粒子模拟方法动态观察电磁波在其中的传播规律。
2.
The dispersion relations of spin waves in a ferromagnetic and antiferromagnetic materials bilayer system are investigated by taking the effect of the magnetic field and spin waves structure factor into account.
重点讨论了在不同的层间耦合下外磁场和横向自旋波结构因子对色散关系的影响。
3.
Based on laser diffration,the theory of dispersion relations for waves on liquid film surfaces was testified.
5mm不溶性液体薄膜的厚度,采用激光衍射法验证了液体薄膜的色散关系,并根据其机理,建立起一种实时、非接触的测量不溶性液体薄膜厚度的方法,测得了薄膜的厚度。
6) dispersion relationship
色散关系
1.
The Numerical Study of Dispersion Relationship and Landau Damping of Longitudinal Relativistic Plasmons;
相对论性纵等离激元色散关系和朗道阻尼数值解及其分析
2.
Numerical dispersion relationships in finite difference schemes,which determine phase and group velocities of numerical waves,are very important for simulations of unsteady flows and aeroacoustic problems.
用差分方法模拟非定常流动和气动声学问题时，重要的一点是使差分格式的色散关系尽量与原波动方程一致。
3.
The dispersion equation represented by the plasma dispersion function is numerically evaluated,the dispersion relationship for nonrelativistic longitudinal oscillation is derived from the kinetic plasma equations.
从等离子体动力论方程出发,通过对由原色散函数表示的色散方程进行数值计算来研究非相对论性等离子体纵振荡的色散关系。
补充资料：间接带隙(见半导体的能带结构)
间接带隙(见半导体的能带结构)
indirect band gap
I’ed接带隙indireet band gap见半导体的能带结构。
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