The phenomena of the interaction of Nd3+-glass laser light with 6H13 alloy steel

The variation in the physical and chemical structure of the 6H13 alloy steel irradiated by laser light have been investigated. The phenomena of the capillary waves within the power density range (4.3×10⁹<P<13.8×10⁹) watt/m² have been observed and the hydrodynamic parameters of alloy steel have been determinated. The nature of the laser light interaction with metal is discussed in electronmicroscopy and X-rays analysis terms.     

Structural investigation of chemically crosslinked low density polyethylene

The effects of chemical crosslinking on low density polyethylene are investigated, using electron microscopy, X-ray diffraction, n.m.r., and gel fraction determination. The results of these studies are discussed in terms of the degree of crosslinking estimated on the basis of peroxide content.     

Effect of molybdenum on the fracture characteristic of high-speed steel quenched matrix

The fractures of three model alloys, imitating by their chemical composition the matrixes of the quenched high-speed steels of various Mo: W relations were analyzed. According to the measurements of the stress intensity factor K_Ic and the differences in the precipitation processes of carbides it was found out that the higher fracture toughness of the matrix of the molybdenum high-speed steels than on the tungsten ones is the results of the differences in the kinetics of precipitation from the martensite matrix of these steels during tempering. After tempering at 250 and 650°C the percentage of the intergranular fracture increases with the increase of the relation of Mo to W in the model alloys of the high-speed steel matrix. This is probably the result of higher precipitation rate of the M₃C carbide (at 250°C) and the MC and M₆C carbides (at 650°C) in the privileged regions along the grain boundaries. The change of the character of the model alloy fractures after tempering at 450°C from the completely transgranular one in the tungsten alloy to the nearly completely intergranular one in the molybdenum alloy indicates that the coherent precipitation processes responsible for the secondary hardness effect in the tungsten matrix begin at a lower temperature than in the molybdenum matrix. After tempering for the maximum secondary hardness the matrix fractures of the high-speed steels reveal a transgranular character regardless the relation of Mo to W. The higher fracture toughness of the Mo matrix can be the result of the start of the coherent precipitation processes at a higher temperature and their intensity which can, respectively, influence the size of these precipitations, their shape and the degree of dispersion. The transgranular character of the fractures of the S 6-5-2 type high-speed steel in the whole range tempering temperatures results from the presence of the undissolved carbides which while cracking in the region of stress concentration can constitute flaws of critical size which form the path of easy cracking through the grains. The transgranular cracking of the matrix of the real high-speed steels does not change the adventageous influence of molybdenum upon their fracture toughness. On the other hand, the carbides, undissolved during austenitizing, whose size distribution in the molybdenum steels from the point of view of cracking mechanics seems to be unsatisfactory, influence significantly the fracture toughness of these steels.     

Computer simulation of heuristic reinforcement-learning systems for nuclear power plant load changes control

This paper describes two ideas and sample simulation results of a heuristic reinforcement-learning system and its application to the problem of digital computer control of a simple nuclear plant model. The idea of the system is interconnection between the well known reactor control heuristic rules [8,9], and the reinforcement learning algorithms [4,5]. The control signal is proposed as a vector depending on complex physical properties of the plant. Such an approach is far more flexible than deterministic or stochastic techniques when dealing with unknown processes and novel control situations.     

A study of the electrical conductivity processes in amorphous semiconductors using the computer simulation method III. Three-dimensional case

A numerical model for the hopping conductivity in 3-D disordered systems is presented. The relation between variable-range hopping conductivity and temperature for the low-temperature range is found. The advantage of the proposed model is that the size of the system investigated is not limited by the computer memory.     

Ionic association equilibria in the dimethyl sulphoxide solutions of Mn(CF3COO)2, Co(CF3COO)2 and Ni(CF3COO)2

The molar conductivity curves have been determined for Mn(CFR₃COO)₂, Co(CF₃COO)₂ and Ni(CF₃COO)₂ in dimethyl sulphoxide at 25°C. The first step association constants are derived. Auxiliary measurements of the visible absorption spectra and the nmr chemical shifts of the solvent protons indicate lack of coordination¹ of the anion in the solutions of Ni(CF₃COO)₂. On the other hand, bidentate coordination of the anion, taking place to a small extent in addition to the outer-sphere association, is inferred for Co(CF₃COO)₂. On the assumption that the outer-sphere association constants are approximately the same for the three metal trifluoroacetates, the highest extent of the inner-sphere association is inferred for Mn(CF₃COO)₂.     

Determination of the ash yield and the mineral matter content of brown coals by density measurements

A method of measuring the density of bed-moist brown coals based on their plastic properties is described and the feasibility of using the method for determination of the ash yield of the coal is evaluated.     

Taking advantage of the quasiharmonic polynomials for analysis of stationary electromagnetic fields by Trefftz's method

Contents In the paper quasi-harmonic polynomials have been applied for solving the Laplace and Poisson equations by means of Trefftz's method. These polynomials are a generalization of the commonly used harmonic polynomials for field theoretic problems of axial symmetry. The proposed method is illustrated by examples of the analysis of scalar and vector fields having axial symmetry.

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Anwendung der quasiharmonischen Polynome zur Analyse der stationären elektromagnetischen Felder mit Hilfe der Trefftzschen Methode

Übersicht In der Arbeit wird die Anwendung der sogenannten quasiharmonischen Polynome zur Lösung von Aufgaben, die mit Hilfe der Laplaceschen und Poissonschen Gleichungen beschrieben werden, nach der Methode von Trefftz vorgeschlagen. Diese Polynome sind eine Erweiterung der bisher verwendeten harmonischen Polynome auf axialsymmetrische Felder.Die vorgeschlagene Methode wird mit Hilfe von Beispielen über die Analyse von axialsymmetrischen Skalar- und Vektorfeldern veranschaulicht.