1976
DOI: 10.1088/0022-3727/9/13/006
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On the validity of the weak-phase and other approximations in the analysis of electron microscope images

Abstract: The application of approximate methods such as the weak-phase and the weak-phase/weak-amplitude approximations, to the analysis of conventional transmission electron microscope images is examined. The specimen thickness must be respectively less than 5 and 15nm for stained and unstained biological specimens for the valid application of the weak-phase approximation. These thickness limits can be extended to 10 and 25 nm respectively using the weak-phaselweak-amplitude approximation. The effect of specimen thick… Show more

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Cited by 25 publications
(19 citation statements)
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“…The two opposite SPP filtered images will be identical and the magnitude of the two-dimensional gradient squared can be seen directly from a single SPP filtered image. The same holds for a weak phase/weak amplitude object [51], where both the phase and the amplitude are assumed to be proportional to the thickness of the sample. As a consequence their gradients are parallel and, again, no difference in the opposite SPP filtered images will be observed.…”
Section: Average and Difference Of = ±1 Spp Filtered Imagesmentioning
confidence: 92%
“…The two opposite SPP filtered images will be identical and the magnitude of the two-dimensional gradient squared can be seen directly from a single SPP filtered image. The same holds for a weak phase/weak amplitude object [51], where both the phase and the amplitude are assumed to be proportional to the thickness of the sample. As a consequence their gradients are parallel and, again, no difference in the opposite SPP filtered images will be observed.…”
Section: Average and Difference Of = ±1 Spp Filtered Imagesmentioning
confidence: 92%
“…A weak phase (linear) approximation at each slice may also be assumed [31][32][33][34]. Scattering through a single slice is calculated by integration with the function,…”
Section: Accounting For Propagation Through the Specimen-the M-plamentioning
confidence: 99%
“…Nonetheless, for a thick object, the focal defocus is displaced by the expression of Δf=t (Misell, ). The sign of the focal defocus relies on the adjusted parameters and the measured object.…”
Section: Analysis Of the Factors Affecting The Measured Size Of The Omentioning
confidence: 99%