Mathematical Proceedings of the Cambridge Philosophical SocietyBorn M. On the stability of crystal lattices. I [J]. Mathematical Proceedings of the Cambridge Philosoph- ical Society, 1940, 36(2): 160-172.M. Born, "On the stability of crystal lattices. I", Cambridge Philos. Soc....
crystal axials of the two crystal lattices on both sides of the twin boundary (A and B) and their <1 1 1> co-axis is also shown.bTheoretical map of the misalignment angles between 3-fold symmetric 2D materials grown on the two sides of FCC twins as a function of (θ,ψ), which ...
First, in the unavoidable presence of a substrate high-Z elements tend to form buckled structures that are hostile to topology11. Second, many elements order preferentially in triangular rather than in honeycomb lattices when deposited on hexagonal templates (Supplementary Note 1), with no ...
Plasmonic noble metal nanoparticles such as gold nanospheres, nanorods, and nanostars have been recently proposed as promising additives to titanium dioxide (TiO2) to increase the photocatalytic efficiency of the semiconductor under visible light.1, 2 Owing to its stability in reaction conditions, relati...
select article Stability of BaTiO3 thin films on Si Research articleAbstract only Stability of BaTiO3 thin films on Si L.H. Chang, W.A. Anderson Pages 52-56 Article preview Abstract Abstract A very high quality BaTiO3p-Si interface and BaTiO3 insulator gates with high dielectric constant...
In the FeAl (B2) crystal lattice, in the stoichiometric composition, Al atoms occupy the body center sublattices (β and γ) and the Fe atoms occupy the corner sites (α sublattice). In the Fe3Al (D03) structures, however, the Fe atoms occupy both α and β sublattices, while the ...
Therefore, if the I(110)/I(111) value is more than 0.05, the number of crystal lattices of a catalyst that have a cubic structure is increased and the binding force with oxygen is increased as well. This makes the structure more compact and brings excellent stability to a catalyst. ...
Brian Allen - Intrinsic flat stability of Llarull’s theorem in dimension three 55:51 Darij Grinberg - The Redei–Berge symmetric function of a directed graph 43:45 Thomas Krajewski - A twisted version of Kitaev’s quantum double model 47:12 Wolfgang Wildgen - René Thom's archetypal ...
We derive a general set of Poor Man's scaling equations and analyze the stability of gapless states in two-dimensional nested systems of spinless fermions. The effect of processes with momentum transfer parallel to the Fermi surface in destroying massless states is investigated. It will be shown...
controls the stability of stripes vs. spots. let us have a look at the bifurcation diagram in fig. 1 , top. it shows bifurcated patterns in a square Ω with periodic boundary conditions when only local connections are turned on. the bifurcation parameter in abscissa is the slope σ of...