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Roughening and smoothing behavior of Al/Zr multilayers grown on flat and saw-tooth substrates

机译:在平坦和锯齿状基材上生长的Al / Zr多层膜的粗糙化和平滑行为

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Diffraction gratings with high efficiency and high groove density are required for EUV and soft x-ray spectroscopy techniques (such as Resonant Inelastic X-ray Scattering, RIXS) designed for state-of-the-art spectral resolution and throughput. A multilayer coated blazed grating (MBG) fabricated by deposition of a multilayer on a saw-tooth substrate could address these challenges. In order to obtain high diffraction efficiency one should provide perfect triangular grooves on a substrate and perfect replication of the groove profile during the multilayer deposition. However, multilayers trend to smooth out the corrugated surface of the substrates, resulting in the main limiting factor for efficiency of ultra-dense MBGs. Understanding of the growth of multilayers on saw-tooth substrates is a key for further grating improvement. In this work we investigate growth behavior of Al/Zr multilayers on saw-tooth substrates with a groove density of 10,000 lines/mm. We apply existing growth models to describe an evolution of Power Spectral Density functions of a grating surface during the multilayer deposition, and identify a main smoothing mechanism. We found that growth of flat multilayers is well modeled with surface diffusion caused by surface curvature as a main relaxation mechanism, while growth of the multilayer on saw-tooth substrates obeys different kinetics. Limitations of the linear approach and possible model improvements by accounting for an additional component of the surface diffusion flux, caused by a gradient of adatom concentration on a corrugated surface are discussed.
机译:EUV和软X射线光谱技术(例如共振非弹性X射线散射,RIXS)需要具有高效率和高凹槽密度的衍射光栅,以实现最新的光谱分辨率和通量。通过在锯齿形基底上沉积多层而制造的多层涂层闪耀光栅(MBG)可以解决这些挑战。为了获得高衍射效率,应该在衬底上提供完美的三角形凹槽,并在多层沉积过程中完美地复制凹槽轮廓。然而,多层材料趋于使基材的波纹表面光滑,这是导致超高密度MBG效率的主要限制因素。了解锯齿状基板上的多层膜生长是进一步改善光栅的关键。在这项工作中,我们研究了Al / Zr多层膜在沟槽密度为10,000线/ mm的锯齿基底上的生长行为。我们应用现有的增长模型来描述多层沉积过程中光栅表面的功率谱密度函数的演变,并确定主要的平滑机制。我们发现,平坦多层的生长可以很好地模拟,其中表面曲率引起的表面扩散是主要的松弛机制,而在锯齿状基材上的多层生长则遵循不同的动力学。讨论了线性方法的局限性以及由于考虑了波纹扩散表面上原子浓度的梯度所引起的表面扩散通量的附加分量而可能产生的模型改进。

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