BZ:布里渊区
“布里渊区”(Brillouin Zone,常缩写为BZ)是固体物理学中的一个核心概念,主要用于描述晶体中电子波函数的周期性边界条件。在学术研究与科学文献中,采用缩写BZ可以方便快捷地进行书写与交流,尤其在讨论能带结构、声子谱等课题时极为常见。
Brillouin Zone的英文发音
例句
- It is proved that the volume of Brillouin zone and that of the reciprocal lattice primitive cell are equal for bcc lattice and fcc lattice in three dimensions by a simple mathematical method.
- 用简单数学方法就体心立方晶格和面心立方晶格证明了三维情况下布里渊区(BZ)体积等于倒格子原胞体积。
- Calculation of photonic band gap and first Brillouin zone for two-dimensional monoclinic lattice photonic crystal
- 二维单斜点阵光子晶体的第一布里渊区(BZ)及带隙计算
- It is concluded that at the boundary of Brillouin Zone(BZ) there is a strong broadening in the magnon linewidth and softening.
- 发现在布里渊区(BZ)边界区域磁振子谱的软化和磁振子谱线增宽最明显。
- Analysis of linear defect modes in two-dimensional photonic lattices by employing Brillouin zone spectroscopy
- 基于布里渊区(BZ)谱的二维光子晶格线性缺陷模式分析
- The Magnon-softening of Two Dimensional Insulating Ferromagnet at the Boundary of Brillouin Zone(BZ) at Absolute Zero Temperature
- 零温下在布里渊区(BZ)边界二维绝缘铁磁体的磁振子软化
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