布拉格方程

通过X射线衍射从实验上研究了海水近似溶液的结构，并与分子动力学模拟模拟结果对比，提出了修正的布拉格方程。

Structure of similar seawater is studied through X-ray diffraction . Compared with MD simulation , yielding Bragg equation is proposed .

文章概述了晶体X射线衍射理论的发展过程，介绍了不同形式的衍射几何理论、劳厄方程、布拉格方程与埃瓦尔德作图法，讨论了它们之间的异同之处。

A brief survey of the theory of X-ray diffraction in crystals is given . Different forms of geometrical diffraction theory , i.e. , the Laue equation , Bragg equation and Ewald diagram are introduced and their similarities and differences discussed .

X射线角分类机是以X射线为手段，依据布拉格方程，对晶体进行分析的光机电一体化精密仪器。

Based on the Prague equation and by use of the X-ray , the X-ray angle sorter is an exact equipment to analyze the crystal .

这一现象与布拉格方程和折射定律所得结果一致。

This phenomenon coincides with Bragg equation and the law of refraction .

布拉格方程在高聚物结构研究中的应用

The application of bragg 's equation in the study of polymer structure

晶体衍射中劳厄方程和布拉格方程的一致性

Consistence of Laue Equation And Bragg Equation in Crystal Diffraction

本论文的主要内容：1.在布拉格方程基础上，根据光纤光栅的传输理论，对光纤光栅的应变及温度传感特性进行推导，并对光纤光栅应变传感中的温度补偿问题进行分析。

Based on Bragg equation and the theory of fiber grating , the temperature and strain sensing characteristic of the FBG have been analyzed , as well as the problems of temperature compensation . 2 .

广义布拉格方程不受晶体尺寸限制，可以在正空间中描述微晶体衍射的角发散，薄晶体的衍射，多晶体衍射的积分强度等问题。

This Bragg Equation is without limit on crystal size , can be used to describe the angular divergence of minicrystal diffraction , diffraction of thin crystal , and the integral intensity of polycrystal diffraction in positive lattice , etc.