Reciprocal Lattice: Crystallography, Multiplicative Inverse, Bravais Lattice, Euclidean Vector, Wigner?Seitz Cell, Invertible Matrix, Spatial Frequency, Real Space, Dynamical Theory of Diffraction артикул 13209b.
Reciprocal Lattice: Crystallography, Multiplicative Inverse, Bravais Lattice, Euclidean Vector, Wigner?Seitz Cell, Invertible Matrix, Spatial Frequency, Real Space, Dynamical Theory of Diffraction артикул 13209b.

High Quality Content by WIKIPEDIA articles! In crystallography, the reciprocal lattice of a Bravais lattice is the set of all vectors K The reciprocal lattice plays a fundamental role in most analytic studies of periodic structures, particularly in the theory of diffraction For Bragg reflections in neutron and X-ray diffraction, the momentum одумб difference between incoming and diffracted X-rays of a crystal is a reciprocal lattice vector The diffraction pattern of a crystal can be used to determine the reciprocal vectors of the lattice Using this process, one can infer the atomic arrangement of a crystal.  Orlando2010 г Мягкая обложка, 168 стр ISBN 6130346522.