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Determination of tip transfer function for quantitative MFM using frequency domain filtering and least squares method

机译:使用频域滤波和最小二乘法测定定量MFM的尖端传递函数

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Magnetic force microscopy has unsurpassed capabilities in analysis of nanoscale and microscale magnetic samples and devices. Similar to other Scanning Probe Microscopy techniques, quantitative analysis remains a challenge. Despite large theoretical and practical progress in this area, present methods are seldom used due to their complexity and lack of systematic understanding of related uncertainties and recommended best practice. Use of the Tip Transfer Function (TTF) is a key concept in making Magnetic Force Microscopy measurements quantitative. We present a numerical study of several aspects of TTF reconstruction using multilayer samples with perpendicular magnetisation. We address the choice of numerical approach, impact of non-periodicity and windowing, suitable conventions for data normalisation and units, criteria for choice of regularisation parameter and experimental effects observed in real measurements. We present a simple regularisation parameter selection method based on TTF width and verify this approach via numerical experiments. Examples of TTF estimation are shown on both 2D and 3D experimental datasets. We give recommendations on best practices for robust TTF estimation, including the choice of windowing function, measurement strategy and dealing with experimental error sources. A method for synthetic MFM data generation, suitable for large scale numerical experiments is also presented.
机译:磁力显微镜具有无与伦比的纳米级和微观磁性样品和装置的能力。类似于其他扫描探针显微镜技术,定量分析仍然是一个挑战。尽管该领域具有很大的理论和实践进展,但由于它们的复杂性和对相关的不确定性缺乏系统理解和建议的最佳实践而缺乏系统,因此提供了目前的方法。使用尖端传递函数(TTF)是制造磁力显微镜测量定量的关键概念。我们使用多层样品具有垂直磁化的多层样品的TTF重建几个方面的数值研究。我们解决了数值方法的选择,非周期性和窗口的影响,数据标准化和单位的适当惯例,选择正则化参数的标准和实验效果在实际测量中观察到的实验效果。我们提出了一种基于TTF宽度的简单正则化参数选择方法,并通过数值实验验证这种方法。 TTF估计的示例显示在2D和3D实验数据集上。我们提出关于强大的TTF估计的最佳实践的建议,包括选择窗口功能,测量策略和处理实验误差源。还提出了一种用于合成MFM数据生成的方法,适用于大规模数值实验。

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