Yoshiyuki Kawazoe Livres

The subject of this supplement to Landolt-Börnstein IV/22 Series is to present both the numerical and graphical data on the various magnetic properties of materials under pressure. Data for transition metal binary oxides M m O n [M: transition metals, O: oxygen, m, n: 1~15], MXO [M: transition metals, X: F, Cl, Br, O: oxygen] and MM’O n [M: transition metals, M’: transition metals or non-transition metal elements, O: oxygen, n=2, 2.5, 3] ternary oxides are presented. As well known, the data-compiling principle in the Landolt-Bӧrrnstein series is to choose the best reliable values from many available experimental data. The present compilation is done according to this principle.

The present reference work contains information about the structure of multicomponent bulk metallic glasses in terms of Interference Function, Radial Distribution Function, EXAFS Measurement, XANES Spectra, Small-Angle X-ray Scattering, X-ray Photoelectron Spectroscopy, and the following properties of multicomponent metallic glasses, systems from B-C-Fe-Mo to B-Ni-Si-Ta: Physical properties (Density, Volume, Thermal Properties, Characteristic Temperatures, Heat Capacity and Heat Effects), Mechanical Properties (Elastic Moduli and Strain as well as plastic features including Tensile Strength, Compressive Strength, Hardness and Strain values, Fatigue Strength, etc.), Magnetic Properties (Curie Temperature, Coercive Force, Remanence, Permeability, Saturation Magnetization, Magnetostriction, Mössbauer Spectroscopy, etc.), Electrical Properties (Resistivity, Hall Effect, Thermoelectric Power, Superconductivity, etc.), and some Chemical Properties (Corrosion Behaviour).

First book dealing with aperiodic materials Gives a survey of both the theory and the related experimental studies Includes supplementary material: sn. pub/extras

Synthesizing specific clusters as a component of useful nanostructures or controlling them as an assembly of nanocomposites is the ultimate aim. In order to understand how to synthesize individual clusters or to investigate its properties, a variety of first-principles and empirical calculations and related computer simulations have been performed alongside numerous experiments.