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   偏振元件 在 物理学 分类中 的翻译结果: 查询用时:0.025秒
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偏振元件
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  “偏振元件”译为未确定词的双语例句
    Jones Vector Analyses of Polarized Light and Polarized Elements
    偏振光与偏振元件的琼斯矢量分析
短句来源
    Polarization Characteristic Measurements of the Synchrotron Radiation Beamline Based on Multilayer
    基于多层膜偏振元件的同步辐射光束线偏振特性测量研究
短句来源
    The Research of Multilayer Polarizing Components in Extreme Ultraviolet and Soft X-Ray
    极紫外与软X射线多层膜偏振元件研究
短句来源
    Multilayer Polarizing Elements for Synchrotron Radiation Soft X-Ray Region
    同步辐射软X射线多层膜反射偏振元件研究(英文)
短句来源
    Among these, some Cr4+-doped crystals have the character of polarized absorb, and can obtain the linear polarized output pulse laser without any polarizer.
    其中有的含Cr离子晶体还具有偏振方向选择的吸收特性,不加任何偏振元件即可输出线偏振的脉冲激光,这对于腔内倍频是一个非常好的特性。
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  polarization component
On the Insulation Resistance of an Underground Pipe-line: Polarization Component and Total Resistance
      
Polarization component of cohesion energy in single-wall carbon nanotube-DNA complexes
      
Within the framework of a quantum mechanical model, the polarization component of the energy of cohesion of an ionized DNA molecule to the surface of a nanotube has been calculated.
      
The temperature dependences of the dc component (σdc) and the polarization component (σ'ac) of the real part of the conductivity are found.
      
The spin-polarization component along the light helicity varies from +1 for normal emission to -0.5 for emission angles larger than 45°.
      
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  polarized element
In the piezoelectric effect, a polarized element creates a hysteresis loop which results in losses.
      


A film polarizer with good qualities in a wide spectral range near 1.06 μm is auto-

本文用自动设计的方法设计了在较宽光谱范围内具有优良特性的偏振膜,并对该膜系的稳定性以及厚度控制误差对其特性的影响进行了分析。本文选用TiO_2和SiO_2作为偏振膜的材料。在实验的基础上,建立了TiO_2膜的折射率与基体温度的关系以及TiO_2膜的吸收率与淀积条件的关系。制成的偏振膜的性能,在1.0μm附近约200(?)的范围内,T_p≥95%,T_s≤1%。这种偏振膜可以作为大功率激光系统的偏振元件

A generalization of the second-order coupled-wave theory of diffractions on planar dielectric gratings are presented. The theoretical analysis is rigorously based on the static Maxwell's equations. Therefore, it is easy, in principle, to obtain accurate results by following the computational method given by the present paper.

本文在Moharam等人工作的基础上,对现有的平条纹面介质光栅衍射的二阶耦合波理论作了进一步推广。文中理论分析严格地建立在定态麦克斯韦方程组的基础之上。因此,原则上,按照本文所介绍的方法可以借助计算机得到具有任意所需精度的结果。 本文所研究的对象是平条纹面介质光栅。文中除要求光栅介质具有平面等值面及平面表面外,对光栅结构没有其它限制。本文允许照明光波以任意方向入射(特别是,允许入射面与光栅矢量面成任意夹角)。此外,本文还允许入射光具有任意的偏振状态,并以一系列琼斯矩阵表示光栅的衍射特性。这意味着本文把光栅也当作一种偏振元件来处理。

According to the Brewster's law,when incident angle equals Brewst- er-angle on the boundary between glass and medium,the reflect light vector is a linearly polarized light that vibrating direction is perpendicular to plane of incidence.On the basis of this linearly polarized light,we can determine the transmission light axis direction of polarized element.The paper introduces the experimental devices and methods of adjustment and measurement.By applying this method,we can determine precisely the transmission...

According to the Brewster's law,when incident angle equals Brewst- er-angle on the boundary between glass and medium,the reflect light vector is a linearly polarized light that vibrating direction is perpendicular to plane of incidence.On the basis of this linearly polarized light,we can determine the transmission light axis direction of polarized element.The paper introduces the experimental devices and methods of adjustment and measurement.By applying this method,we can determine precisely the transmission light axis direction of the polarizing element(Accuracy 0.1 degree).

研究提出了以布儒斯特角反射偏振为基准,精确确定偏振元件透光轴方位的方法。分析表明,透光轴定位精度高于0.15°.

 
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