1) Brillouin zone folding
布里渊区折叠
2) Brillouin zone
布里渊区
1.
The shape of Brillouin zone of body-centered cubic crystal is not normal dodecahedron;
体心立方晶格的布里渊区形状不是正十二面体
2.
The proof about the equation of volume of the n-th Brillouin zone and the volume of reciprocal's primitive cell
关于第n布里渊区体积等于倒格子原胞体积的证明
3.
By Matsubara-Green function method,the magnon damping under such on interaction is studied,with the magnon damping calculated on the main symmetric point/line in Brillouin zone for different parameters in the system.
利用格林函数方法研究了磁振子-声子相互作用下的二维绝缘铁磁体的磁振子衰减,计算了布里渊区的主要对称点线上的-ImΣ*(1)(k)。
3) Brillouin zone
布里渊区<光>
4) first Brillouin-Zone
第一布里渊区
1.
We have also discussed the magnons energy spectrum change rule along with ratio value of exchanged integral constant J\-2/J\-1 and the wave vector of symmetrical line in the first Brillouin-Zone.
并且讨论了系统的磁振子能谱随交换积分常数比J2 /J1的变化规律,以及在第一布里渊区中的 线上随波矢k 的变化规律。
2.
We have also discussed the change rule of magnon energy spectrum along with anisotropic(X_1, X_2, X_3), spin quantum number(S_a, S_b), the wave vector k of main symmetrical points and lines in the first Brillouin-Zone.
并且讨论了系统的磁振子能谱随各向异性参数(X1,X2,X3)、自旋量子数(Sa,Sb)、在第一布里渊区中的主要对称点线上随波矢k的变化规律。
5) first brillouin zone
第一布里渊区
1.
Simulation of face-centered cubic lattice s First Brillouin zone with 3-dimensional animation;
面心立方晶格第一布里渊区的三维动画模拟
2.
Only considering the situation of the third close neighbor interaction,the strict analytical solution of phonon spectrum and its corresponding polarization vector in three-dimensional face centered cubic crystal were obtained by using lattice dynamics,and the phonon spectrum characteristics were discussed in the first Brillouin zone.
并在第一布里渊区的全空间讨论声子谱的特性,指出声子谱能量只在第一布里渊区的主要对称点线面上具有简并现象,并按其极化向量判断纵向声子与横向声子的特性。
6) Brillouin zone energy band
布里渊区能带
补充资料：里区
1.古时乡里集会交易的处所。
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