首页> 外文期刊>Journal of contemporary physics >Eikonal Approximation of Dynamical Diffraction Equations for X-Ray Beams with a Two-Dimensional Curvature of the Wave Front. II. Focusing of an X-Ray Beam by a Crystal with Non-Plane Entrance and Exit Surfaces. Symmetrical Laue Case
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Eikonal Approximation of Dynamical Diffraction Equations for X-Ray Beams with a Two-Dimensional Curvature of the Wave Front. II. Focusing of an X-Ray Beam by a Crystal with Non-Plane Entrance and Exit Surfaces. Symmetrical Laue Case

机译:具有波前二维曲率的X射线束的动态衍射方程的精细近似。二。具有非平面入射和出射表面的晶体对X射线束的聚焦。对称劳厄案

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摘要

On the basis of eikonal approximation developed in the first part of this work, diffraction of X-ray beam with a two-dimensional curvature of wave front and its focusing by a crystal with nonplane entrance and exit surfaces is studied in symmetrical Laue case. The expressions for eikonal and focusing distances inside and outside the crystal in the vacuum, are obtained. The size of the focal spot and the intensity gain in the spot, are estimated. The condition of point focusing is obtained. The conditions for obtaining practically achievable focusing distances are investigated.
机译:在这项工作的第一部分中,根据本征近似法,研究了对称劳厄情形下具有二维波前曲率的X射线束的衍射以及其在非平面入射和出射表面的晶体的聚焦。获得了在真空中晶体内部和外部的标准距离和聚焦距离的表达式。估计焦点的大小和该点的强度增益。获得点聚焦的条件。研究了获得实际可获得的聚焦距离的条件。

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