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    SEMICONDUCTOR LIGHT-EMITTING ELEMENT AND PRODUCTION METHOD
    2.
    发明公开
    SEMICONDUCTOR LIGHT-EMITTING ELEMENT AND PRODUCTION METHOD 有权
    HERSTELLUNGSVERFAHREN公司的HILLBLEITERELEMENT

    公开(公告)号：EP2955762A4

    公开(公告)日：2016-01-20

    申请号：EP14826471

    申请日：2014-07-16

    申请人： MARUBUN CO LTD ,  TOSHIBA MACHINE CO LTD ,  RIKEN ,  NAT INST OF ADVANCED IND SCIEN ,  ULVAC INC ,  TOKYO OHKA KOGYO CO LTD

    发明人： KASHIMA YUKIO ,  MATSUURA ERIKO ,  KOKUBO MITSUNORI ,  TASHIRO TAKAHARU ,  OOKAWA TAKAFUMI ,  HIRAYAMA HIDEKI ,  YOUN SUNG WON ,  TAKAGI HIDEKI ,  KAMIMURA RYUICHIRO ,  OSADA YAMATO ,  SHIMATANI SATOSHI

    IPC分类号： H01L33/22

    CPC分类号： G06F17/5009 ,  G06F17/10 ,  H01L33/22 ,  H01L33/24 ,  H01L33/44 ,  H01L33/502 ,  H01L2933/0083

    摘要： A semiconductor light emitting element with a design wavelength of », comprising a photonic crystal periodic structure having two structures with different refractive indices at each of one or more interfaces between layers that form the light emitting element. The period a and the radius R that are parameters of each of the one or more periodic structures and the design wavelength » satisfy Bragg conditions. The ratio (R/a) between the period a and the radius R is a value determined so that a predetermined photonic band gap (PBG) for TE light becomes maximum for each periodic structure. The parameters of each periodic structure are determined so that light extraction efficiency of the entire semiconductor light emitting element with respect to light with the wavelength » becomes maximum as a result of conducting a simulation analysis with a FDTD method using as variables the depth h of the periodic structure that is of greater than or equal to 0.5a and the period a and the radius R that are determined for each order m of the Bragg conditions.

    摘要翻译： 具有设计波长»的半导体发光元件，包括在形成发光元件的层之间的一个或多个界面的每一个处具有两个具有不同折射率的结构的光子晶体周期性结构。 作为一个或多个周期结构和设计波长中的每一个的参数的周期a和半径R满足布拉格条件。 周期a和半径R之间的比率（R / a）是确定的，使得对于每个周期性结构，TE光的预定光子带隙（PBG）变得最大。 确定每个周期结构的参数，使得整个半导体发光元件相对于波长λ的光的光提取效率变得最大，作为使用FDTD方法进行模拟分析的结果，使用作为变量的深度h 大于或等于0.5a的周期性结构以及针对布拉格条件的每个阶m确定的周期a和半径R.