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 the leaders in the field, it is essential reading for material scientists, physicists, and crystallographers using SAS to explore, understand, and tailor properties of materials and their structure.
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 the leaders in the field, it is essential reading for material scientists, physicists, and crystallographers using SAS to explore, understand, and tailor properties of materials and their structure.
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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