节点文献
三角形复式晶格的光子带结构研究
Two Dimensional Photonic Band Structure: Triangular Non Bravais Lattice
【摘要】 设计了一种三角形复式晶格结构的光子晶体,在该类晶体中,电介质圆柱在空气中的排列存在E偏振和H偏振的光子带隙重叠区,称之为绝对光子带隙;而空气圆孔在电介质中排列时,虽然E偏振和H偏振均分别存在光子带隙,但不存在绝对光子带隙。同时利用晶体的光子带结构研究了有效长波介电常数,所得结果与静电理论吻合
【Abstract】 A triangular non Bravais lattice was designed in this paper, the crystal constructed form dielectric rods in air background can generate a common band gap for both orthogonal polarizations E and H that is called absolute photonic band gap, but the crystal constructed from air circular holes in dielectric matrix can not generate an absolute photonic band gap. The effective long wavelength dielectric constant of this crystal has been calculated using photonic band structure, simultaneously, the results agree with electrostatic theory well.
【关键词】 光子晶体;
光子带结构;
光子带隙;
复式晶格;
【Key words】 photonic crystal; photonic band structure; photonic band gap; non Bravais lattice.;
【Key words】 photonic crystal; photonic band structure; photonic band gap; non Bravais lattice.;
【基金】 国家自然科学基金
- 【文献出处】 光学学报 ,ACTA OPTICA SINICA , 编辑部邮箱 ,1997年04期
- 【分类号】O437
- 【被引频次】17
- 【下载频次】226