期刊
ULTRAMICROSCOPY
卷 253, 期 -, 页码 -出版社
ELSEVIER
DOI: 10.1016/j.ultramic.2023.113808
关键词
First-moment STEM; 4D-STEM; Off-axis electron holography; Electric field mapping; Perturbed reference wave effect; Finite-element analysis; Multislice
类别
Stray electric fields generated by biased gold needles in free space were analyzed through finite-element simulations, scanning TEM, and electron holography experiments. Numerical solutions of the electrostatic potential and electric field were obtained for different needle geometries. An analytical model based on line charges provided a qualitative understanding that differed from the simulations. Experimental measurements using scanning TEM and electron holography initially showed a discrepancy of about 60%. However, the discrepancy was resolved by including the long-range potential landscape from the simulations into the reference wave in electron holography.
Stray electric fields in free space generated by two biased gold needles have been quantified in comprehensive finite-element (FE) simulations, accompanied by first moment (FM) scanning TEM (STEM) and electron holography (EH) experiments. The projected electrostatic potential and electric field have been derived numerically under geometrical variations of the needle setup. In contrast to the FE simulation, application of an analytical model based on line charges yields a qualitative understanding. By experimentally probing the electric field employing FM STEM and EH under alike conditions, a discrepancy of about 60% became apparent initially. However, the EH setup suggests the reconstructed phase to be significantly affected by the perturbed reference wave effect, opposite to STEM where the field-free reference was recorded subsequently with unbiased needles in which possibly remaining electrostatic influences are regarded as being minor. In that respect, the observed discrepancy between FM imaging and EH is resolved after including the long-range potential landscape from FE simulations into the phase of the reference wave in EH.
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