2/21/2023 0 Comments Crystalmaker diffraction patternHowever, no parallel row-indexing work has been made since 2012. Meanwhile, large amount of images of “defective electron diffraction patterns” along are presented that contain important structural information. The row-indexing along is difficult to determine. In addition, it is not easy to obtain special selected-area electron diffractions (SAED) along. This limitation is also applied to cubic, tetragonal, orthorhombic, trigonal and hexagonal crystal systems. Therefore, the row-indexing method is useless to those electron diffraction patterns with Miler index l ≠ 0. According to the equation of row-row distance ( X) for the monoclinic crystal system X = 0.5, the row-row distance X is a function of Miller indices h, k and lattice parameters a*, b*, β* only, and no relation with l and c*. However, it is only available for crystal systems other than triclinic and for those electron diffraction patterns obtained along. proposed a row-indexing method to overcome the difficulty in indexing those “defective electron diffraction patterns”.
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