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Crystal structure determinations electron spin density

The local properties of the electronic structure of a periodic system are defined by the density matrix p R,R ),see (4.91) the electron position vectors R and R vary within the basic domain of a crystal consisting of N primitive unit cells. For a one-determinant wavefunction the density matrix can be expressed through Bloch-type spin orbitals = ,/ ) ... [Pg.328]

See other pages where Crystal structure determinations electron spin density is mentioned: [Pg.298] [Pg.210] [Pg.31] [Pg.1942] [Pg.23] [Pg.1941] [Pg.97] [Pg.912] [Pg.165] [Pg.173] [Pg.193] [Pg.226] [Pg.256] [Pg.108] [Pg.1011] [Pg.456] [Pg.146] [Pg.146] [Pg.529] [Pg.421] [Pg.5] [Pg.910] [Pg.451] [Pg.27] [Pg.785] [Pg.196] [Pg.198] [Pg.160] [Pg.6] [Pg.7184] [Pg.8280] [Pg.485] [Pg.350] [Pg.263] [Pg.349] [Pg.45] [Pg.130] [Pg.119] [Pg.116] [Pg.43] [Pg.184] [Pg.274] [Pg.563] [Pg.124]

See also in sourсe #XX -- [ Pg.432 , Pg.433 ]

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Crystal densities

Crystal determinants

Crystal determination

Crystal structure determination

Crystallization determination

Density determining

Density electronic structures

Electron density determination

Electron density structure

Electron spin densities

Electron structure determination

Electronic Structure Determination

Electron—crystal

Spin density

Spin structure

Spinning structure

Structural density