Affiliation:
1. Baikov Institute of Metallurgy and Materials Science, Russian Academy of Sciences, Moscow, Russia + National Research Nuclear University «MEPhI», Moscow, Russia
2. Technical University of Mining Academy, Freiberg, Germany
Abstract
A concept of partial magnetic moments (PMM) of the iron atoms located in the
first ? four coordination spheres (1?4 CS) for bcc lattice have been
introduced based on analysis of results obtained by quantum-mechanical
calculations (QMC) for volume dependence of the average magnetic moment
ferromagnetic (FM) Fe. The values of these moments have been calculated for
pure bcc Fe and bcc - Fe-Cr alloys. This concept has been used to formulate
a three sub-lattice model for binary FM alloys of the Fe-M systems (M is an
alloying paramagnetic element). Physical reason for sign change dependence
of the short-range order and mixing enthalpy obtained by QMCs for Fe-(Cr, V)
bcc phases has been found. Using this model it has been predicted that
static displacements of Fe - atoms in alloy matrix increase with increasing
the of CS number and result in reducing of the area of coherent dissipation
(ACD) size with growth of the dimension factor (DF) in the Fe-(Cr, V, Mo, W)
systems in agreement with the X-ray experiments. It has been shown
theoretically that anisotropy of spin- density in bcc lattice Fe and DF in
binary Fe - (Cr, V, Mo, W) systems is main factor for origins of
segregations on small angle boundaries of ACD and sub-grains boundaries To
prevent the coagulation of both ACD and sub-grains, and to increase the
strength of alloys, it is advisable to add oxide dispersion particles into
ferrite steel taking into account their chemical compatibility and coherent
interfacing with the crystalline lattice of a ferrite matrix. Application of
phase diagrams for binary and ternary the Fe-(Y, Zr)-O systems to verify
chemical compatibility of oxide dispersion particles with ferrite matrix
have been discussed
Publisher
National Library of Serbia
Subject
Materials Chemistry,Metals and Alloys,Mechanics of Materials,Geotechnical Engineering and Engineering Geology
Cited by
7 articles.
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