非共焦 meaning in Chinese
non-confocal
Examples
- This paper mainly study a non - confocal laser induced fluorescence ( lif ) detection system , which is used to count micro - ball flowed into the channel of the microfluidic chip
本论文主要研究一种对流过微流控芯片通道的微球进行计数的非共焦型激光诱导荧光检测系统。 - The works we have done as below : the design of whole structure of the non - confocal lif detection system ; the design of the device to couple excitated light into the smf , transport 532nm and 635nm laser direct to the detection area ; designing the device to divide , filter and detect the fluorescence signal
本论文研究这种微流控生化分析系统的激光诱导荧光检测部分。作为该系统的第一阶段研究工作，本课题进行了以下工作： 1非共焦型lif检测系统的总体结构设计。 - This thesis in theory deals with electromagnetic wave scattering by multilayered confocal and non - confocal spheroidal particles illuminated by gaussian beams , in which the main contributions are as follows : 1 . in the case of multilayered confocal spheroidal particles , the scattered fields as well as the fields within each layer are obtained in terms of infinite series with spheroidal vector wave functions by using an appropriate expansion of the incident gaussian beam . by virtue of the boundary conditions , we write the set of equations for determining the unknown expansion coefficients and then solve it
本文从理论上研究了多层共焦和非共焦椭球粒子对高斯波束的散射，主要成果如下： 1 .我们研究了多层共焦椭球粒子对高斯波束的散射，把入射高斯光，散射场，各层椭球内的电场和磁场用适当的椭球矢量波函数展开，应用电磁场边界条件，写出确定各展开系数的方程组，求出散射场系数，进而求出散射场及散射截面。 - 2 . we present a solution to the scattering of gaussian beams by a concentric multilayered non - confocal spheroidal particle by taking a concentric two - layered one as an example . because the boundaries of these two layers are connected with two different spheroidal coordinate systems , firstly , the electromagnetic fields between the inner and outer boundaries are expanded in terms of the spheroidal vector wave functions with reference to these two systems , and the electromagnetic fields within the inner boundary with reference to the system for it
2 .以双层椭球为例，我们提出了一种研究同心非共焦多层椭球粒子散射的方法，首先把两层椭球之间的电磁场用对应于两个椭球坐标系的椭球矢量波函数展开，这两个椭球坐标系分别与两层椭球的边界面相联系，在每层椭球边界面上分别应用边界条件，建立关于各展开系数的方程组。