Small-angle scattering (SAS) is a powerful technique for investigating the whole set of geometric parameters describing (micro)particles embedded in a material. Particularly, disordered particle assembles can be explored via SAS. This book explains several models and approaches of SAS for the study of densely packed systems. Written by one of th
Small-angle scattering (SAS) is a powerful technique for investigating the whole set of geometric parameters describing (micro)particles embedded in a material. Particularly, disordered particle assembles can be explored via SAS. This book explains several models and approaches of SAS for the study of densely packed systems. Written by one of thHinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Scattering experiment and structure functions; particles and the correlation function of small-angle scattering. Chord length distribution densities of selected elementary geometric figures. Chord length distributions of infinitely long cylinders. Particle-to-particle interference - a useful tool. Scattering patterns and structure functions of Boolean models. The "Dead Leaves" model. Tessellations, fragment particles and puzzles. Volume fraction of random two-phase samples for a fixed order range L from ¿(r,L). Interrelations between the moments of the chord length distributions of random two-phase systems. Exercises on problems of particle characterization: examples.
Scattering experiment and structure functions; particles and the correlation function of small-angle scattering. Chord length distribution densities of selected elementary geometric figures. Chord length distributions of infinitely long cylinders. Particle-to-particle interference - a useful tool. Scattering patterns and structure functions of Boolean models. The "Dead Leaves" model. Tessellations, fragment particles and puzzles. Volume fraction of random two-phase samples for a fixed order range L from ¿(r,L). Interrelations between the moments of the chord length distributions of random two-phase systems. Exercises on problems of particle characterization: examples.
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