Crystal lattices can also be categorized by lattice pattern. These patterns include triclinic, monoclinic, orthorhombic, tetragonal, trigonal, hexagonal, and cubic lattice structures. What is a crystal lattice and how is it formed? A crystal lattice is a highly ordered repeating pattern of atoms or...
Lattices may have one lattice point per cell or more than one, yielding a total of 14 Bravais crystal lattice types. Bravais lattices, named for physicist and crystallographer Auguste Bravais, describe the three-dimensional array made by a set of discrete points. A substance may form more than...
A systematic study of various photonic crystal lattices and their optical characteristics is carried out in this paper. Sensitivity of both dispersion and effective mode area characteristics to deviations of particular structural parameters of the lattices are the main studied topics. The presented ...
The basic crystal structure of diamonds has two basis atoms and what might seem to be two intersecting or interpenetrating face-centered cubic lattices. The lattices are so arranged and located that four other carbon atoms surround every carbon atom in each of the interpenetrating lattices. The fac...
Monte Carlo calculations are cited for lattices of 20 by 50 units. These show that a cooperative increase in surface roughness with temperature and a transition between faceted and non-faceted growth can be expected for lattices of such limited extents. No explicit allowance has been made as yet...
Direct Observation of Magnetic Bubble Lattices and Magnetoelastic Effects in van der Waals Cr2Ge2Te6 Ferromagnetic van der Waals (vdW) materials are of large current interest for the fundamental study of low‐dimensional magnetism and for potential applica... ARC Mccray,Y Li,E Qian,... - 《...
Another reason causing some of the confusion is the assignment of virtually identical X-ray diffraction data to two different types of lattices, a hexagonal and a cubic lattice. (author) 展开 关键词: structure (solids and liquids molybdenum, Mo ...
We study the continuum limit of discrete, nonconvex energy functionals defined on crystal lattices in dimensions $d\\geq 2$. Since we are interested in ene... S Neukamm,M Sch?Ffner,A Schl?Merkemper - 《Siam Journal on Mathematical Analysis》 被引量: 15发表: 2017年 Homogenization for a...
123, No. 4, pp. 826–832.Interaction of Macroparticles Localized in Wigner–Seitz Cellsof Various Types of Cubic Lattices in an Equilibrium PlasmaA. V. Filippov*State Research Center of Russian Federation, Troitsk Institute for Innovation and Fusion... ...
Disclosed is number coding of pairs (“doublets”) or small sets (“multiplets”) of solid phase carriers which provides distinguishable subtypes of a given type of such carriers, where each carrier type is distinguishable on the bases of a different code. Such number coding is useful for augme...