2012
DOI: 10.1016/j.jcrysgro.2011.11.031
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Microstructure and strain relaxation of orthorhombic TmMnO3 epitaxial thin films

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Cited by 5 publications
(4 citation statements)
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“…On the other hand, using a higher index plane of cubic substrates (such as (110)STO) could have some advantages because the in-plane square symmetry is broken, thus facilitating the growth of orthorhombic thin films. This approach has been used to obtain a-textured HoMnO 3 [72], TmMnO 3 [73,74] and YMnO 3 [70,71] films (Fig. 8b).…”
Section: Growth Of O-rmno 3 Thin Filmsmentioning
confidence: 99%
“…On the other hand, using a higher index plane of cubic substrates (such as (110)STO) could have some advantages because the in-plane square symmetry is broken, thus facilitating the growth of orthorhombic thin films. This approach has been used to obtain a-textured HoMnO 3 [72], TmMnO 3 [73,74] and YMnO 3 [70,71] films (Fig. 8b).…”
Section: Growth Of O-rmno 3 Thin Filmsmentioning
confidence: 99%
“…Every increase in elastic energy, which the increasing thickness would cause, is immediately compensated by the introduction of more dislocations. However, the fitted values of the Burgers vectors b are about a factor of 10-100 larger than the feẘ A typically reported for oxides [32][33][34]. Assuming b = 5Å, σ (h c ) = F , and h c = h max in the MB model, the stress would relax much faster and, a few nanometers above h max it would be much smaller than the measured values.…”
Section: Stress Relaxation and Growth Mechanismmentioning
confidence: 64%
“…with the Poisson ratio ν, and γ and η describing the geometry of the dislocation line [26]. The Burgers vector b is the second fitting variable; in oxides, values of ∼1-10Å are reported [32][33][34]. The MML model [27] is also based on Frank and van der Merwe's work [31].…”
Section: Introductionmentioning
confidence: 99%
“…The objective lens aperture can only select one diffraction spot at once, that is, a single reciprocal g vector is selected. In this situation, taking dislocations as an example, one will not see any contrast if the dislocation Burgers vector b meets the so‐called extinction criterion g · b = 0 (Williams & Carter, 2009; Yu, Zhang, Yang, Wang, & Zhao, 2012). This is because the diffracting planes are then parallel to the displacement vector of the local displacement field, hence, the corresponding dislocation disappears in the image even if it really exists.…”
Section: Introductionmentioning
confidence: 99%