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Reconstruction of a complex profile shape by weighting basic characterization results for nanometrology

机译:通过加权纳米术学的基本表征结果重建复杂的轮廓形状

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摘要

Scatterometry has become an essential method of characterization during the fabrication process of nanostructures. This nondestructive technique based on diffracted light analysis is composed of two steps: the measurement of the optical signatures and the treatment to reconstruct the profile of the periodic structure. The artificial neural network has proved its effectiveness in solving the inverse scattering problem. Usually the scatterometry characterization process requires a previous geometrical profile shape to be defined. This study proposes a method for the profile reconstruction of any geometrical shape, not necessarily one that is included in the initial model. For example, this could include the detection or the identification of an incorrect profile shape in a lithography or etching process. This so-called weighting profile approach consists in combining several results of basic characterizations for the reconstruction of the real profile shape. In this study, the feasibility of this method is demonstrated on theoretical samples to satisfy the requirements of scatterometry. Finally, the weighting profile method is compared with a classical scatterometry method involving a generic profile shape. (C) 2019 Optical Society of America
机译:散射仪已成为纳米结构制造过程中表征的基本方法。这种基于衍射光分析的非破坏性技术由两个步骤组成:光学签名的测量和处理重建周期性结构的轮廓。人工神经网络证明了其在解决逆散射问题方面的有效性。通常,散射测定法表表征过程需要定义先前的几何轮廓形状。本研究提出了一种用于轮廓重建的任何几何形状的方法,不一定是初始模型中包括的轮廓。例如,这可以包括检测或识别光刻或蚀刻过程中的不正确的轮廓形状。该所谓的加权轮廓方法包括组合用于重建真实轮廓形状的基本特征的几个结果。在这项研究中,在理论样品上证明了该方法的可行性,以满足散射测定法的要求。最后,将加权分布方法与涉及通用轮廓形状的经典散射方法进行比较。 (c)2019年光学学会

著录项

  • 来源
    《Applied optics》 |2019年第22期|共8页
  • 作者单位

    Univ Jean Monnet St Etienne Univ Lyon Lab Hubert Curien F-42000 St Etienne France;

    Univ Jean Monnet St Etienne Univ Lyon Lab Hubert Curien F-42000 St Etienne France;

    Univ Jean Monnet St Etienne Univ Lyon Lab Hubert Curien F-42000 St Etienne France;

    Univ Jean Monnet St Etienne Univ Lyon Lab Hubert Curien F-42000 St Etienne France;

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  • 正文语种 eng
  • 中图分类 应用;
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