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Reliability of parameters of associated base straight line in step height samples: Uncertainty evaluation in step height measurements using nanometrological AFM

机译:台阶高度样本中相关基本直线的参数可靠性:使用纳米计量原子力显微镜在台阶高度测量中的不确定度评估

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摘要

Step height is widely used as one of the important nanometrological standards for the calibration of nanometrological instruments. In the calculation of step height, a method of determining a base straight line as a reference line is very important. In nanometrology, which is a field of dimensional metrology, an associated feature (Gaussian associated feature), such as a base straight line, is normally calculated from a measured dataset of a metrological instrument on a real feature using the least squares method. The reliability of a base straight line varies depending on the position and number of measured points for the line and the uncertainty in step height calibration also varies depending on the reliability of the base straight line. In this study, we carried the out step height measurement of micropatterned thin films (10, 7, 5, and 3 nm) using an atomic force microscope (AFM) equipped with a three-axis laser interferometer (nanometrological AFM) and evaluated the uncertainty in these measurements. From the uncertainty evaluation results, the uncertainty derived from the reliability of the parameters of the base straight line was one of the major sources of uncertainty when the measured points for the base straight line were varied. An expanded uncertainty (k velence 2) of less than 0.4 nm was obtained. Furthermore, the reliable range of an associated base straight line in a single step height, such as that in an atomic step sample, was calculated and in importance of the calculation of the reliable range was shown in the uncertainty evaluation and in determining the measurement strategy.
机译:台阶高度被广泛用作校准纳米计量学仪器的重要纳米计量学标准之一。在台阶高度的计算中,确定基本直线作为参考线的方法非常重要。在作为尺寸计量领域的纳米计量学中,通常使用最小二乘法从实测要素上的计量仪器的测量数据集中计算出相关特征(高斯相关特征),例如基本直线。基本直线的可靠性根据该直线的测量点的位置和数量而变化,并且台阶高度校准中的不确定性也取决于基本直线的可靠性。在这项研究中,我们使用配备了三轴激光干涉仪(nanometrologic AFM)的原子力显微镜(AFM)对微图案化薄膜(10、7、5和3 nm)进行了台阶高度测量,并评估了不确定度在这些测量中。从不确定性评估结果来看,当改变基本直线的测量点时,由基本直线参数的可靠性得出的不确定性是不确定性的主要来源之一。得到小于0.4nm的扩展不确定度(k velence 2)。此外,计算了单步高度中相关基本直线的可靠范围,例如原子步样本中的可靠范围,并且在不确定性评估和确定测量策略中显示了可靠范围计算的重要性。

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