Giant Anomalous Hall and Nernst Conductivities in Magnetic All-d Metal Heusler Alloys

All-d Heuslers are a category of novel compounds combining versatile functionalities such as caloric responses and spintronics with enhanced mechanical properties. Despite the promising transport properties (anomalous Hall (AHC) and anomalous Nernst (ANC) conductivities) shown in the conventional Co₂XY Heuslers with p-d hybridization, the all-d Heuslers with only d-d hybridization open a new horizon to search for new candidates with outstanding transport properties. In this work, the AHC and ANC are evaluated for thermodynamically stable ferro/ferri-magnetic all-d-metal regular Heusler compounds based on high-throughput first-principles calculations. It is observed that quite a few materials exhibit giant AHCs and ANCs, such as cubic Re₂TaMn with an AHC of 2011 S cm^-1, and tetragonal Pt₂CrRh with an AHC of 1966 S cm^-1 and an ANC of 7.50 A m^-1K^-1. Comprehensive analysis on the electronic structure reveals that the high AHC can be attributed to the occurrence of the Weyl nodes or gapped nodal lines in the neighborhood of the Fermi level. The correlations between such transport properties and the number of valence electrons are also thoroughly investigated, which provides a practical guidance to tailor AHC and ANC via chemical doping for transverse thermoelectric applications.     

An approach for robust PDE-constrained optimization with application to shape optimization of electrical engines and of dynamic elastic structures under uncertainty

We present a robust optimization framework that is applicable to general nonlinear programs (NLP) with uncertain parameters. We focus on design problems with partial differential equations (PDE), which involve high computational cost. Our framework addresses the uncertainty with a deterministic worst-case approach. Since the resulting min–max problem is computationally intractable, we propose an approximate robust formulation that employs quadratic models of the involved functions that can be handled efficiently with standard NLP solvers. We outline numerical methods to build the quadratic models, compute their derivatives, and deal with high-dimensional uncertainties. We apply the presented approach to the parametrized shape optimization of systems that are governed by different kinds of PDE and present numerical results.     

The role of occupational medicine in the development of current and future legal documents on women's work safety and women's health

The article covers legal documents of general and specific measures for women's work safety and health care. Legal basis for work safety and health care in women of childbearing age in this country corresponds with international legal norms. Preservation of social and biologic prosperity for women in this country should be guaranteed by "On protection of maternity" law including medical, social, economic and legal measures.     

Mechanisms of neuronal calcium homeostasis destabilization caused by hyperstimulation of glutamate receptors

The present paper summarizes the data obtained in studying the mechanisms of glutamate-induced deterioration of neuronal Ca2+ homeostasis. In the cultured mammalian central neurons, a short-term (< 1 min) glutamate (GLU, 100 mu) challenge is known to induce a readily reversible (transient) neuronal [Ca2+]i increase. In contrast, a long-term (15-30 min) GLU exposure leads to the appearance of high [Ca2+]i plateau or to the partial recovery of the increased [Ca2+]i. Experiments show that impaired [Ca2+]i recovery in the postglutamate period cannot be explained by the increased [Ca2+]i permeability of the neuronal membrane, as earlier considered. Moreover, a sustained elevation of [Ca2+]i during and after chronic GLU application is associated with a progressive decrease in Ca2+ permeability. The major cause of GLU-induced Ca2+ overload is the mitochondrial depolarization resulted from excessive Ca2+ influx into the mitochondria, the generation of free radicals and the opening of a "giant pore" in the inner mitochondrial membrane. This in turn suppresses both ATP synthesis and Ca2+ electrophoretic uptake into the mitochondrial matrix. In combination with [Ca2+]i-dependent acidification, this leads to the suppression of Ca2+ release from the cell via Na+/Ca2+ exchanger and Ca2+/H+ pump of the neuronal membrane. Therefore, [Ca2+]i recovery following a long-term GLU treatment becomes strongly or even irreversibly compromised.     

Polarization-insensitive electroabsorption by use of quantum well interdiffusion

A paraboliclike quantum well structure can be used to produce polarization-insensitive waveguide type modulators. We propose the use of interdiffusion of AlGaAs/GaAs quantum wells to achieve the parabolic well shape. Criteria to achieve the paraboliclike quantum wells by interdiffusion are discussed. The theoretical results indicate that interdiffused quantum wells can produce equal eigenstate spacing, polarization insensitive Stark shifts, and modulation similar to an ideal parabolic quantum well. Three procedures are also proposed to develop polarization-insensitive on and off states in paraboliclike interdiffused quantum wells. The modulation depth is compatible with that of the measured parabolic quantum wells. For diffused quantum wells one can take advantage of using an as-grown rectangular quantum well with postgrowth thermal processing. These features demonstrate that an interdiffused quantum well structure can be used to produce a polarization-insensitive electroabsorptive modulator.