Computationally efficient X-ray based overlay measurement

    公开(公告)号:US10545104B2

    公开(公告)日:2020-01-28

    申请号:US15141453

    申请日:2016-04-28

    Abstract: Methods and systems for performing overlay and edge placement errors of device structures based on x-ray diffraction measurement data are presented. Overlay error between different layers of a metrology target is estimated based on the intensity variation within each x-ray diffraction order measured at multiple, different angles of incidence and azimuth angles. The estimation of overlay involves a parameterization of the intensity modulations of common orders such that a low frequency shape modulation is described by a set of basis functions and a high frequency overlay modulation is described by an affine-circular function including a parameter indicative of overlay. In addition to overlay, a shape parameter of the metrology target is estimated based on a fitting analysis of a measurement model to the intensities of the measured diffraction orders. In some examples, the estimation of overlay and the estimation of one or more shape parameter values are performed simultaneously.

    Scatterometry-based imaging and critical dimension metrology
    4.
    发明授权
    Scatterometry-based imaging and critical dimension metrology 有权
    基于散射法的成像和关键维度计量学

    公开(公告)号:US09494535B2

    公开(公告)日:2016-11-15

    申请号:US14690442

    申请日:2015-04-19

    CPC classification number: G01N23/201 G01N2223/611 G01N2223/645 H01L22/12

    Abstract: Methods and systems for performing measurements of semiconductor structures and materials based on scatterometry measurement data are presented. Scatterometry measurement data is used to generate an image of a material property of a measured structure based on the measured intensities of the detected diffraction orders. In some examples, a value of a parameter of interest is determined directly from the map of the material property of the measurement target. In some other examples, the image is compared to structural characteristics estimated by a geometric, model-based parametric inversion of the same measurement data. Discrepancies are used to update the geometric model of the measured structure and improve measurement performance. This enables a metrology system to converge on an accurate parametric measurement model when there are significant deviations between the actual shape of a manufactured structure subject to model-based measurement and the modeled shape of the structure.

    Abstract translation: 介绍了基于散射测量数据进行半导体结构和材料测量的方法和系统。 散射测量测量数据用于基于检测到的衍射级的测量强度来生成测量结构的材料特性的图像。 在一些示例中,直接从测量对象的材料属性的映射确定感兴趣的参数的值。 在一些其他示例中,将图像与通过相同测量数据的几何,基于模型的参数反演估计的结构特征进行比较。 差异用于更新测量结构的几何模型,并提高测量性能。 当使基于模型的测量的制造结构的实际形状与结构的建模形状之间存在显着的偏差时,这使测量系统能够收敛于精确的参数测量模型。

    On-Device Metrology Using Target Decomposition

    公开(公告)号:US20190049602A1

    公开(公告)日:2019-02-14

    申请号:US16101521

    申请日:2018-08-13

    Abstract: Methods and systems for more efficient X-Ray scatterometry measurements of on-device structures are presented herein. X-Ray scatterometry measurements of one or more structures over a measurement area includes a decomposition of the one or more structures into a plurality of sub-structures, a decomposition of the measurement area into a plurality of sub-areas, or both. The decomposed structures, measurement areas, or both, are independently simulated. The scattering contributions of each of the independently simulated decomposed structures are combined to simulate the actual scattering of the measured structures within the measurement area. In a further aspect, measured intensities and modelled intensities including one or more incidental structures are employed to perform measurement of structures of interest. In other further aspects, measurement decomposition is employed to train a measurement model and to optimize a measurement recipe for a particular measurement application.

    Computationally Efficient X-ray Based Overlay Measurement
    7.
    发明申请
    Computationally Efficient X-ray Based Overlay Measurement 审中-公开
    基于计算效率的基于X射线的覆盖测量

    公开(公告)号:US20160320319A1

    公开(公告)日:2016-11-03

    申请号:US15141453

    申请日:2016-04-28

    Abstract: Methods and systems for performing overlay and edge placement errors of device structures based on x-ray diffraction measurement data are presented. Overlay error between different layers of a metrology target is estimated based on the intensity variation within each x-ray diffraction order measured at multiple, different angles of incidence and azimuth angles. The estimation of overlay involves a parameterization of the intensity modulations of common orders such that a low frequency shape modulation is described by a set of basis functions and a high frequency overlay modulation is described by an affine-circular function including a parameter indicative of overlay. In addition to overlay, a shape parameter of the metrology target is estimated based on a fitting analysis of a measurement model to the intensities of the measured diffraction orders. In some examples, the estimation of overlay and the estimation of one or more shape parameter values are performed simultaneously.

    Abstract translation: 介绍了基于x射线衍射测量数据进行装置结构叠加和边缘放置误差的方法和系统。 基于在多个不同的入射角和方位角测量的每个x射线衍射级中的强度变化来估计度量目标的不同层之间的叠加误差。 叠加的估计涉及通用顺序的强度调制的参数化,使得通过一组基本函数描述低频形状调制,并且通过包括表示覆盖的参数的仿射循环函数来描述高频覆盖调制。 除了覆盖之外,基于测量模型的拟合分析与测量的衍射级的强度来估计度量目标的形状参数。 在一些示例中,同时执行叠加的估计和一个或多个形状参数值的估计。

    On-device metrology using target decomposition

    公开(公告)号:US10983227B2

    公开(公告)日:2021-04-20

    申请号:US16101521

    申请日:2018-08-13

    Abstract: Methods and systems for more efficient X-Ray scatterometry measurements of on-device structures are presented herein. X-Ray scatterometry measurements of one or more structures over a measurement area includes a decomposition of the one or more structures into a plurality of sub-structures, a decomposition of the measurement area into a plurality of sub-areas, or both. The decomposed structures, measurement areas, or both, are independently simulated. The scattering contributions of each of the independently simulated decomposed structures are combined to simulate the actual scattering of the measured structures within the measurement area. In a further aspect, measured intensities and modelled intensities including one or more incidental structures are employed to perform measurement of structures of interest. In other further aspects, measurement decomposition is employed to train a measurement model and to optimize a measurement recipe for a particular measurement application.

    Scatterometry-Based Imaging and Critical Dimension Metrology
    10.
    发明申请
    Scatterometry-Based Imaging and Critical Dimension Metrology 有权
    基于Scatterometry的成像和关键尺寸计量学

    公开(公告)号:US20150300965A1

    公开(公告)日:2015-10-22

    申请号:US14690442

    申请日:2015-04-19

    CPC classification number: G01N23/201 G01N2223/611 G01N2223/645 H01L22/12

    Abstract: Methods and systems for performing measurements of semiconductor structures and materials based on scatterometry measurement data are presented. Scatterometry measurement data is used to generate an image of a material property of a measured structure based on the measured intensities of the detected diffraction orders. In some examples, a value of a parameter of interest is determined directly from the map of the material property of the measurement target. In some other examples, the image is compared to structural characteristics estimated by a geometric, model-based parametric inversion of the same measurement data. Discrepancies are used to update the geometric model of the measured structure and improve measurement performance. This enables a metrology system to converge on an accurate parametric measurement model when there are significant deviations between the actual shape of a manufactured structure subject to model-based measurement and the modeled shape of the structure.

    Abstract translation: 介绍了基于散射测量数据进行半导体结构和材料测量的方法和系统。 散射测量测量数据用于基于检测到的衍射级的测量强度来生成测量结构的材料特性的图像。 在一些示例中,直接从测量对象的材料属性的映射确定感兴趣的参数的值。 在一些其他示例中,将图像与通过相同测量数据的几何,基于模型的参数反演估计的结构特征进行比较。 差异用于更新测量结构的几何模型,并提高测量性能。 当使基于模型的测量的制造结构的实际形状与结构的建模形状之间存在显着的偏差时,这使测量系统能够收敛于精确的参数测量模型。

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