Weak Bragg scattering in icosahedral Mg-Y-Zn

The mathematical framework of higher-dimensional crystallography intrinsically assumes the ideally perfect crystal as the underlying basis for solving, modelling and refining crystal structures with a quasiperiodic ordering scheme. Such an ideally perfect crystal will result in a Fourier spectrum with sharp Bragg peaks and no diffuse scattering. However, most quasicrystalline materials do exhibit diffuse scattering phenomena, and therefore contain a certain amount of disorder. Only recently, single-crystals from the system Mg-Y-Zn emerged as possible candidates for ideally perfect crystals. We employed X-ray diffraction techniques on a particular sample of Mg-Y-Zn. Techniques, based on area detector systems, which are usually used to study weak diffuse scattering phenomena, are employed. There is no indication of disorder diffuse scattering which normally obscures the weak Bragg scattering. The experimental conditions are discussed under which a full data collection may be performed with area detectors.