cubic lattice sentence in Hindi
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- In three dimensions, the face-centered cubic lattice offers the best " lattice " packing of spheres, and is believed to be the optimal of all packings.
- A typical crystal is the cubic lattice of table salt, in which atoms of sodium and chlorine alternate with each other in a kind of three-dimensional chess board.
- Each of the two atom types forms a separate primitive cubic lattice, with an atom of one type at the center of each cube of the other type.
- For a simple cubic lattice in this model, each atom is treated as a cube and bonding occurs at each face, giving a coordination number of 6 nearest neighbors.
- Fig . 3 : Examples of ( a ) miscut cubic lattice and ( b ) ordered surface roughness, and ( c, d ) the corresponding CTR profiles, respectively.
- For some systems, a cubic ( also called viscous isotropic ) phase may exist between the hexagonal and lamellar phases, wherein spheres are formed that create a dense cubic lattice.
- The challenge for Hales was to confirm that there is no combination of variables which leads to a packing efficiency that is higher than that of the face-centered cubic lattice.
- This example is readily extended to three dimensions, for example, to a body-centered cubic or face-centered cubic lattice by introducing the nearest neighbor vector locations in place of simply " n a ".
- In the case of a cubic lattice, for instance, & lang; 100 & rang; represents [ 100 ], [ 010 ] and [ 001 ] because each of these vectors is symmetrically equivalent.
- When scattered in open space or in the air, the repulsive forces between charged Minovsky particles cause them to spontaneously align into a regular cubic lattice structure called an I-field . " ".
- It is a 2 & times; 2 Hadamard matrix, and its rows form the basis of a diagonal square lattice consisting of the integer points whose coordinates both have the same body-centered cubic lattice.
- For the square lattice, this is the group of the square, or the dihedral group of order 8; for the three-dimensional cubic lattice, we get the group of the cube, or octahedral group, of order 48.
- This arrangement is known as the simple cubic lattice, and it has a packing efficiency of only 52 percent, that is, the gaps among the spheres are almost as big as the space occupied by the spheres.
- Assuming one atom per lattice point, in a primitive cubic lattice with cube side length " a ", the sphere radius would be and the atomic packing factor turns out to be about 0.524 ( which is quite low ).
- The IVM scaffolding or skeletal framework was defined by cubic closest packed spheres ( CCP ), alternatively known as the FCC or face-centered cubic lattice, or as the octet truss in architecture ( on which Fuller held a patent ).
- For example, for a spherical particle with a cubic lattice, the factor of 5.56 simply becomes 6.96, when the size is the diameter " D, " i . e ., the diameter of a spherical nanocrystal is related to the peak FWHM by
- Evolution of ?-PtCl 2 structure : Start with cubic lattice, remove corner and centered lattice points, inscribe octahedron ( red lines ), label corners as X ( twelve Cl " centers ) and face-centered atoms as M ( six Pt ( II ) centers ).
- Evolution of " ? "-PdCl 2 structure : Start with cubic lattice, remove corner and centered lattice points, inscribe octahedron ( red lines ), label corners as X ( twelve Cl " centers ) and face-centered atoms as M ( six Pd ( II ) centers ).
- These include the cubic lattice with a density of | 6 } } C " 0.5236, the hexagonal lattice with a density of | 3 } } C " 0.6046, and the tetrahedral lattice with a density of | 16 } } C " 0.3401, and loosest possible at a density of 0.0555.
- The same ideas apply for other types of lattices where the coordination number is not six, but these are not as easy to visualize and work with in theory, so the remainder of the discussion will focus on simple cubic lattices . "'Table 2 "'indicates the number of neighboring atoms for a bulk atom in some other crystal lattices.
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