issue contents
September 2009 issue
research papers
Using differential geometry, a unified description of the symmetry of crystals is presented. This formalism does not require additional dimensions in the modulated case, for which the modulation wave is expressed by a particular parameterization of three-dimensional space.
A general construction principle for the inflation rules for decagonal quasiperiodic tilings is proposed.
The concept of interbranch phase modulation of an X-ray wavefield is extended to the case of a large gradient, which depends on the depth inside the crystal. Diffraction (extinction) contrast is also discussed for a strongly deformed specimen containing a single dislocation.
Properties of periodic edge-transitive nets with one vertex in the primitive unit cell are described.
The use of dynamically scattered electrons for three-dimensional potential reconstruction is described.
Louis Pasteur's crystallographic and chemical work is described.
international union of crystallography
Free