Wang Shaojie, Fan Linzhen, Luo Zhen, Li Junluo, Li Lingfan, He Jinliang, Li Qi
State Key Laboratory of Power System, Department of Electrical Engineering, Tsinghua University, Beijing 100084, People's Republic of China.
Langmuir. 2022 Jul 19;38(28):8534-8544. doi: 10.1021/acs.langmuir.2c00604. Epub 2022 Jul 7.
Electrostatic force microscopy (EFM) is an emergent, powerful technique for nanoscale detection of electrical properties such as permittivity and charge distribution. However, the surface irregularity of samples has been unfortunately overlooked in most EFM studies. Herein, we use a polymer nanocomposite dielectric (PND) as the showcase and demonstrate that the morphological discontinuity at the matrix/particle interface can lead to major discrepancies or even incorrect results in the EFM study. First, the influence of the morphology, permittivity, and charge density of the interface is quantitively analyzed with a numerical method, proving that linking EFM results directly to sample properties is impracticable in the research based on classical interface configuration. Then, two methods are proposed to address the issue. The first method is numerical inversion, which takes heterogeneous materials and irregular surfaces into consideration. In this method, the influence of several experimental uncertainties, such as the radius of the nanoparticle and the permittivity of the matrix, is estimated. It is shown that the uncertainties related to geometry have a great impact on inversion and should be determined preferentially. In the second method, two standard configurations of the interface are recommended and compared for the interface study to bypass the morphological issue. This work provides quantitative results regarding the long-overlooked error in the EFM detection of the microregion with heterogeneous composition and surface irregularities and offers methods to tackle this issue.
静电力显微镜(EFM)是一种新兴的、强大的技术,用于纳米尺度检测诸如介电常数和电荷分布等电学性质。然而,在大多数EFM研究中,样品的表面不规则性不幸被忽视了。在此,我们以聚合物纳米复合电介质(PND)为例,证明了在EFM研究中,基体/颗粒界面处的形态不连续性会导致重大差异甚至错误结果。首先,用数值方法定量分析了界面的形态、介电常数和电荷密度的影响,证明了在基于经典界面构型的研究中,将EFM结果直接与样品性质联系起来是不可行的。然后,提出了两种方法来解决这个问题。第一种方法是数值反演,它考虑了非均匀材料和不规则表面。在这种方法中,估计了几个实验不确定性的影响,如纳米颗粒的半径和基体的介电常数。结果表明,与几何形状相关的不确定性对反演有很大影响,应优先确定。在第二种方法中,推荐并比较了两种界面的标准构型用于界面研究,以绕过形态问题。这项工作提供了关于在EFM检测具有非均匀组成和表面不规则性的微区时长期被忽视的误差的定量结果,并提供了解决该问题的方法。