透射式衍射花样,transmission pattern
1)transmission pattern透射式衍射花样
1.The transmission pattern is studied and interpreted, which relates to the rough surface after crystal growth.尤其研究了晶体岛状生长之后出现的RHHED透射式衍射花样,并给出了相应的解释。
2)diffraction pattern衍射花样
1.The diffraction pattern in the plane is projection of the diffraction pattern on the hemishere.在非近轴条件下 ,夫琅和费衍射花样的观察面是球面 ,平面上观察到的衍射花样是球面上衍射花样在平面上的投影 ,讨论了平面波倾斜入射在一维朗奇光栅上产生的衍射花样偏离直线的原因 ,实验结果和理论分析一致 。
2.Firstly,the essential principle and implementation method of FDTD is introduced briefly;then,the law of Fresnel diffraction pattern of one-dimensional aperture is analyzed in theory;finally,the numerical simulation results using FDTD are presented,and these results are coincide with those of the theory.应用时域有限差分FDTD方法研究一维孔径菲涅耳衍射花样的基本特征。
3.Demarcating the electron diffraction pattern accurately is the important method of obtaining the material structure information,researching the material microscopic organization and the crystal structure of the solid sample.现代科学技术的发展,要求材料工作者能够及时提供精确的材料信息,而准确标定电子衍射花样是获得材料结构信息,研究物质的微观组织,晶体结构和测定固态试样微区化学成分的重要手段。
英文短句/例句

1.neutron powder crystal diffraction patter粉末晶体中子衍射花样
2.Simpleness of Indexing F.C.C Twin Diffraction Patterns;f.c.c孪晶衍射花样指标化的简化
3.The EDP Characteristics of Martensite Twin Substructure in High Carbon Steel高碳钢马氏体中孪晶亚结构的电子衍射花样特征
4.Studies on the Characteristic Parallelogram Grid in Square System and Hexagonal Crystal System and the Improvement of the Electron Diffraction Pattern Demarcating;四方和六方晶系基本特征平行四边形表的统一及电子衍射花样的标定分析与改进
5.schaefer bergmann's diffraction pattern夏费贝尔格曼衍射图样
6.The Computer Analogy and Analysis of Plane Diffraction Patterns of Diffraction Grating;平面衍射光栅衍射图样的计算机模拟分析
7.Similar considerations apply to the diffracted rays.对衍射光线可采用同样的论证。
8.Alternatively, we can image that the incoming wave is diffracted by the object and the resulting diffracted wave is then diffracted again by the objective lens.换一种方式,我们可以这样想象:入射波被物体反射,所得到的衍射波再一次受到物镜的衍射。
9.To undergo or cause to undergo diffraction.使衍射产生或导致衍射
10.Determination of the Azimuth of Polarization Axes of PANDA Fiber Based on the Image Correlation of Backward Diffractive Pattern熊猫光纤背向衍射图样的图像互相关定轴方法
11.Analysis and discussion on the similarity of Fresnel diffraction patterns关于菲涅耳衍射图样相似性的分析与讨论
12.Study on Effect of Fill-sample Depth on Determination with Polycrystal Powder X-ray Diffractometer填样深度对多晶粉末X射线衍射仪测试结果的影响研究
13.x ray photoemission diffractionx射线光电发射衍射
14.The sample should not be so large as to increase unduly the width of the diffracted beam.样品不应当过分大,以致不恰当地增加了衍射束的宽度。
15.Anisotropic diffraction pattern formation from a nematic liquid crystals film induced by low-power linearly polarized beam向列相液晶中弱光引致各向异性衍射图样的研究
16.X-ray Diffractive analysis of Crystal Structure ?X-射线衍射晶体分析
17.single crystal X-ray diffractometer单晶体x射线衍射仪
18.nondiffraction X-ray spectrometer非衍射x射线光谱仪
相关短句/例句

diffraction pattern衍射花样
1.The diffraction pattern in the plane is projection of the diffraction pattern on the hemishere.在非近轴条件下 ,夫琅和费衍射花样的观察面是球面 ,平面上观察到的衍射花样是球面上衍射花样在平面上的投影 ,讨论了平面波倾斜入射在一维朗奇光栅上产生的衍射花样偏离直线的原因 ,实验结果和理论分析一致 。
2.Firstly,the essential principle and implementation method of FDTD is introduced briefly;then,the law of Fresnel diffraction pattern of one-dimensional aperture is analyzed in theory;finally,the numerical simulation results using FDTD are presented,and these results are coincide with those of the theory.应用时域有限差分FDTD方法研究一维孔径菲涅耳衍射花样的基本特征。
3.Demarcating the electron diffraction pattern accurately is the important method of obtaining the material structure information,researching the material microscopic organization and the crystal structure of the solid sample.现代科学技术的发展,要求材料工作者能够及时提供精确的材料信息,而准确标定电子衍射花样是获得材料结构信息,研究物质的微观组织,晶体结构和测定固态试样微区化学成分的重要手段。
3)Selected-area diffraction pattern选区衍射花样
4)EDP电子衍射花样
1.A ξ -TABLE METHOD OF THE EDP FOR NON-CUBIC SYSTEM CRYSTALS;非立方晶系电子衍射花样的ξ表法
5)composite electron diffraction patterns合成衍射花样
6)Laue diffraction pattern劳厄衍射花样
延伸阅读

透射透射homoiogj  透射〔俪.映柑;roMo月or,:1,射影几何学中的 射影平面的一个自同构,它使得一给定直线(透射轴(homo】ogy哪”的所有点保持不动,且把恰好通过一固定点(透射中心(hotnofogy centre))的所有直线映射到它们自身.如果透射中心不在透射轴上,那么该透射就称作是非奇异的(non-singu!ar)(或双曲的(hyl姆而lic”;如果透射中心在透射轴上,则称其为奇导的(sing以ar)(或粤物的(pa功加lic))·通常一个透射被一个中心、一条轴和在该透射之下对应的一对点所确定.在仿射平面上,具有有限中心和无穷远轴的透射是一位似;具有无穷远中心和不通过该中心的有限轴的透射是一向轴的扩张或收缩;中心和轴两者都是无穷远的透射称为一平行移动;具有有限轴和无穷远中心的奇异透射是一个移位.【补注】透射也称为中心直射变换(centml colli洲乏-tion),双曲透射称为膨胀(dilation),抛物透射称为伸缩(比tion)或平延(t份nS戏tion).