首页> 外文期刊>Journal of surface investigation: x-ray, synchrotron and neutron techniques >Blaze of Multilayer Diffraction Gratings in the Soft X-Ray Range: Growth Design Taking into Account the Deformation of Groove Profiles
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Blaze of Multilayer Diffraction Gratings in the Soft X-Ray Range: Growth Design Taking into Account the Deformation of Groove Profiles

机译:软X射线范围内的多层衍射光栅的膨胀:生长设计考虑了沟槽型材的变形

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摘要

It is shown that changing the angle of deposition of a coating onto a nanostructured substrate with an asymmetric profile (high-frequency blazed grating) has an effect both on smoothing of the groove profile of a multilayer grating (its symmetrization and/ or a decrease in its depth) and induces a significant displacement of the groove-profile maximum either to the left or to the right relative to the substrate profile. It is established that the displacement of interlayer boundaries is a linear function of the angle of deposition of the material and the change in the profile depth is a nonlinear function. By controlling the orientation of the source of the depositing material with respect to the groove’s working facet, controlled deformation of the profile can be attained in the nonlinear continuous growth equation. At a certain orientation of the source and taking into account realistic profile boundaries, the maximum diffraction efficiency of a grating at a given order of the spectrum is predicted to be higher than the similar efficiency of a grating with perfect triangular boundaries positioned strictly vertically one above the other. The optimal values of the boundary displacement, which are found from simulating the growth of a W/B~(4)C 2500/mm grating with a blaze angle of 1.76° and an antiblaze angle of 20°, make it possible to achieve a diffraction efficiency of about 0.82?0.9 relative to the reflection of a multilayer mirror optimized for a wavelength of 1.3 nm. The maximum achievable efficiency for steeper angles of a non-working facet is somewhat higher.
机译:结果表明,将涂层的沉积角度改变到具有不对称型材(高频燃烧光栅)上的纳米结构基板上的角度在多层光栅的凹槽轮廓(其对称性和/或降低)的平滑上具有效果它的深度)并且在相对于基板轮廓左侧或右侧引起凹槽曲线最大值的显着位移。建立层间边界的位移是材料沉积角度的线性函数,并且轮廓深度的变化是非线性函数。通过控制凹槽的源极相对于凹槽的工作面的取向,可以在非线性连续生长方程中获得轮廓的受控变形。在源的某个方向并考虑到现实的轮廓边界,预计在频谱的给定顺序处的光栅的最大衍射效率高于光栅的相似效率,其具有完全三角形边界定位在上面的完美三角形边界另一个。发现边界位移的最佳值,这些值是模拟了具有1.76°的壮大角度的W / B〜(4)C 2500 / mm光栅的生长,并使抗纹角为20°,使得可以实现a衍射效率约为0.82≤0.9.9相对于针对波长为1.3nm的多层镜的反射。非工作面的陡峭角度的最大可实现效率略高。

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