Singularidades de gênero no cuidado psicossocial às usuárias de cocaína e crack: contribuições para a enfermagem

O consumo de cocaína e crack gera importantes repercussões para saúde. Em relação aos usuários destas drogas, há predomínio dos homens sobre as mulheres. Em virtude das mulheres serem o grupo minoritário, o cuidado de saúde mental nem sempre observa as especificidades do gênero feminino e suas vulnerabilidades no processo saúde-doença. Para investigar esta problemática, foi proposto o objeto de estudo "As singularidades do gênero feminino no cuidado psicossocial às usuárias de cocaína e crack". Delimitaram-se os seguintes objetivos: Analisar o cuidado psicossocial às mulheres usuárias de Crack e Cocaína e Discutir a abordagem das singularidades do gênero feminino neste cuidado. Adotou-se como referencial teórico da pesquisa a categoria Gênero. Para alcançar estes objetivos, optou-se por pesquisa qualitativa, que foi desenvolvida no único CAPS ad do município de Duque de Caxias, localizado na Baixada Fluminense do Estado do Rio de Janeiro. Os participantes da pesquisa foram profissionais de saúde que exercem o cuidado das mulheres usuárias de cocaína e crack. Para coleta de dados, utilizou-se a triangulação de técnicas: a) observação sistemática nos espaços de cuidado coletivo; b) entrevistas semiestruturadas com os profissionais de saúde e c) análise documental dos prontuários das mulheres. A análise dos dados empíricos foi orientada pela Hermenêutica-Dialética. Foram analisados 113 prontuários das mulheres assistidas no CAPS ad. A maioria das mulheres estava na faixa etária de 20 a 34 anos, solteiras, mães com prole menor de idade, que viviam com os familiares, não tinham fonte de renda própria e envolvimento com a justiça. Quase a totalidade utilizava também outras drogas, como tabaco, maconha e álcool. Foram entrevistados 17 profissionais de saúde. As categorias da pesquisa foram: Concepções dos profissionais sobre o cuidado psicossocial: centrado na pessoa e centrado na doença; as questões do gênero feminino e as usuárias de crack e cocaína; a condição feminina e suas influências no cuidado psicossocial. As singularidades de gênero no cuidado psicossocial foram reveladas no comportamento e enfrentamento das mulheres frente ao uso de cocaína e crack, mas também nas estratégias de cuidado adotadas pelos profissionais. O cuidado psicossocial por vezes reforça os estereótipos de gênero e, por outra, estimula o exercício da autonomia feminina. Os profissionais apresentaram percepções determinadas pelas questões de gênero, atribuindo às mulheres características distintivas, como a "fragilidade" e a dependência emocional, que interferem nas vivências femininas acerca do uso de cocaína e crack. A prostituição surgiu como uma consequência da vulnerabilidade do gênero feminino no contexto de consumo de drogas. Recomenda-se a implementação de ações programáticas direcionadas para as singularidades da clientela feminina e a discussão das iniquidades de gênero no âmbito da formação profissional, da assistência e da pesquisa para superar a práxis reducionista e a naturalização das diferenças e da subalternidade feminina nestes espaços de produção de saúde. Como integrante da equipe de saúde, enfermeiros e auxiliares de enfermagem necessitam estar sensibilizados para as questões de gênero e terem uma maior participação no cuidado individual e coletivo desta clientela.

O amor no spinozismo e a política do comum

No plano de imanência de Spinoza, o amor é afeto expressivo de uma diferença que marca o trânsito a estados de maior perfeição ou realidade. A partir da compreensão do princípio de univocidade, a imanência se expressa na produção de diferenças. O amor de Deus serve como guia para a vida política conduzida pela razão. Não um Deus personalizado, mas como nome da potência (potentia). Se a multidão compreende adequadamente sua própria essência como direito ou potência natural de resistir à dominação e de se auto-organizar em liberdade, o amor surge como força vital de constituição do comum e leva à invenção de formas cada vez mais aperfeiçoadas de vida. A democracia emerge, por sua vez, como o mais natural dos regimes políticos, porque é o que mais convém com a natureza dos homens guiados pela razão. Assim, nas redes e nas ruas a multidão exercita a liberdade quando promove encontros alegres entre as singularidades que a compõem. Ao lado de um conhecimento adequado para a produção de graus maiores de liberdade, surge uma espécie de amor da multidão por sua própria essência ou potência, ou seja, a afirmação em si mesma da diferença, da abertura e da multiplicidade. Aqui, os afetos passivos que são promovidos pelas relações de dominação, como o medo, o ódio e a esperança, devem ceder lugar aos afetos ativos do amor à liberdade necessária para diferir-se. A alegria da multidão, enfim, deriva de sua potência ativa de criar formas de vida comum a partir da composição de singularidades múltiplas. No seio da produção biopolítica contemporânea, surgem novos horizontes para o combate de resistência e criação conjunta contra as formas de vida submetidas à servidão. Seguindo principalmente a linhagem spinozista de Antonio Negri e Gilles Deleuze, explora-se aqui as condições da experiência real que determinam a possibilidade de uma ética política do amor na contemporaneidade.

A discrete dislocation analysis of fatigue crack growth

Cyclic loading of a plane strain mode I crack under small scale yielding is analyzed using discrete dislocation dynamics. The dislocations are all of edge character, and are modeled as line singularities in an elastic solid. At each stage of loading, superposition is used to represent the solution in terms of solutions for edge dislocations in a half-space and a non-singular complementary solution that enforces the boundary conditions, which is obtained from a linear elastic, finite element solution. The lattice resistance to dislocation motion, dislocation nucleation, dislocation interaction with obstacles and dislocation annihilation are incorporated into the formulation through a set of constitutive rules. An irreversible relation between the opening traction and the displacement jump across a cohesive surface ahead of the initial crack tip is also specified, which permits crack growth to emerge naturally. It is found that crack growth can occur under cyclic loading conditions even when the peak stress intensity factor is smaller than the stress intensity required for crack growth under monotonic loading conditions; however below a certain threshold value of ΔKI no crack growth was seen.

Discrete dislocation plasticity analysis of crack-tip fields in polycrystalline materials

Small scale yielding around a mode I crack is analysed using polycrystalline discrete dislocation plasticity. Plane strain analyses are carried out with the dislocations all of edge character and modelled as line singularities in a linear elastic material. The lattice resistance to dislocation motion, nucleation, interaction with obstacles and annihilation are incorporated through a set of constitutive rules. Grain boundaries are modelled as impenetrable to dislocations. The polycrystalline material is taken to consist of two types of square grains, one of which has a bcc-like orientation and the other an fcc-like orientation. For both orientations there are three active slip systems. Alternating rows, alternating columns and a checker-board-like arrangement of the grains is used to construct the polycrystalline materials. Consistent with the increasing yield strength of the polycrystalline material with decreasing grain size, the calculations predict a decrease in both the plastic zone size and the crack-tip opening displacement for a given applied mode I stress intensity factor. Furthermore, slip-band and kink-band formation is inhibited by all grain arrangements and, with decreasing grain size, the stress and strain distributions more closely resemble the HRR fields with the crack-tip opening approximately inversely proportional to the yield strength of the polycrystalline materials. The calculations predict a reduction in fracture toughness with decreasing grain size associated with the grain boundaries acting as effective barriers to dislocation motion.

Effects of KI encapsulation in single-walled carbon nanotubes by Raman and optical absorption spectroscopy.

The effect of KI encapsulation in narrow (HiPCO) single-walled carbon nanotubes is studied via Raman spectroscopy and optical absorption. The analysis of the data explores the interplay between strain and structural modifications, bond-length changes, charge transfer, and electronic density of states. KI encapsulation appears to be consistent with both charge transfer and strain that shrink both the C-C bonds and the overall nanotube along the axial direction. The charge transfer in larger semiconducting nanotubes is low and comparable with some cases of electrochemical doping, while optical transitions between pairs of singularities of the density of states are quenched for narrow metallic nanotubes. Stronger changes in the density of states occur in some energy ranges and are attributed to polarization van der Waals interactions caused by the ionic encapsulate. Unlike doping with other species, such as atoms and small molecules, encapsulation of inorganic compounds via the molten-phase route provides stable effects due to maximal occupation of the nanotube inner space.

Finite element solution of Navier Stokes equations adapted to a priori error estimates

The paper is based on qualitative properties of the solution of the Navier-Stokes equations for incompressible fluid, and on properties of their finite element solution. In problems with corner-like singularities (e.g. on the well-known L-shaped domain) usually some adaptive strategy is used. In this paper we present an alternative approach. For flow problems on domains with corner singularities we use the a priori error estimates and asymptotic expansion of the solution to derive an algorithm for refining the mesh near the corner. It gives very precise solution in a cheap way. We present some numerical results.

Cooperative attitude synchronization in satellite swarms: A consensus approach

The present paper considers the problem of autonomous synchronization of attitudes in a swarm of spacecraft. Building upon our recent results on consensus on manifolds, we model the spacecraft as particles on SO(3) and drive these particles to a common point in SO(3). Unlike the Euler angle or quaternion descriptions, this model suffers no singularities nor double-points. Our approach is fully cooperative and autonomous: we use no leader nor external reference. We present two types of control laws, in terms of applied control torques, that globally drive the swarm towards attitude synchronization: one that requires tree-like or all-to-all inter-satellite communication (most efficient) and one that works with nearly arbitrary communication (most robust).

On high-frequency noise scattering by aerofoils in flow

Abstract A theoretical model is developed for the sound scattered when a sound wave is incident on a cambered aerofoil at non-zero angle of attack. The model is based on the linearization of the Euler equations about a steady subsonic flow, and is an adaptation of previous work which considered incident vortical disturbances. Only high-frequency sound waves are considered. The aerofoil thickness, camber and angle of attack are restricted such that the steady flow past the aerofoil is a small perturbation to a uniform flow. The singular perturbation analysis identifies asymptotic regions around the aerofoil; local 'inner' regions, which scale on the incident wavelength, at the leading and trailing edges of the aerofoil; Fresnel regions emanating from the leading and trailing edges of the aerofoil due to the coalescence of singularities and points of stationary phase; a wake transition region downstream of the aerofoil leading and trailing edge; and an outer region far from the aerofoil and wake. An acoustic boundary layer on the aerofoil surface and within the transition region accounts for the effects of curvature. The final result is a uniformly-valid solution for the far-field sound; the effects of angle of attack, camber and thickness are investigated. © 2013 Cambridge University Press.

Raman evidence for atomic correlation between the two constituent tubes in double-walled carbon nanotubes

Four well-resolved peaks with very narrow linewidths were found in the D-band and G'-band features of double-walled carbon nanotubes (DWNTs). This fact implies the occurrence of additional van Hove singularities (vHSs) in the joint density of states (JDOS) of DWNTs, which is consistent with theoretical calculations. According to their peak frequencies and theoretical analysis, the two outer peaks can be deduced to originate from a strong coupling between the two constituent tubes of commensurate DWNTs and the two inner peaks were curvature-related and assigned to originate from the two tubes with a weak coupling. This observation and elucidation constitute the first Raman evidence for atomic correlation and the resulting electronic structure change of the two constituent tubes in DWNTs. This result opens the possibility of predicting and modifying the electronic properties of DWNTs for their electronic applications.

Collective excitations in the coupled quantum wires

The dielectric response of an electron system composed of an array of parallel quantum wires with weak coupling and strong coupling are studied, and the dispersions of the collective excitations and the single particle excitations (SPE) as functions of wave-vectors are given. It is found that for the nearly isolated quantum wires with several subbands occupation, there are a series of intra-subband collective excitations between corresponding intra-subband SPE spectra. There also exist inter-subband collective excitations when q(x) not equal 0 (q(x) is the wave-vector component in the modulation direction), whose energies are close by the corresponding inter-subband SPE spectra. The energy of the intra-subband mode decreases and that of inter-subband mode increases with q(x) increasing. The collective excitation dispersions show obvious anisotropy in the 1D quantum limit. The calculated results agree with the experiment well. The coupling between quantum wires affects markedly both the collective and single-particle excitations spectra. The system changes to a near-two-dimensional electron system gradually with increasing coupling.

Observation of the resonant Raman behavior of individual single-walled carbon nanotubes

The different resonant Raman scattering process of single-walled carbon nanotubes (SWNTs) has been found between the Stokes and anti-Stokes sides of the radial breathing modes (RBMs), and this provides strong evidence that Raman spectra of some special diametric SWNTs are in resonance with their electronic transitions between the singularities in the one-dimensional electronic density of states in the valence and conduction bands, and other SWNTs axe beyond the resonant condition. Because of the coexistence of resonant and non-resonant Raman scattering processes for different diametric SWNTs, the relative intensity of each RBM does not reflect the proportion of a particular SWNT.

Topological constraints on scroll and spiral waves in excitable media

A conservation equation for topological charges of phase singularities (scroll and spiral waves) in excitable media is given. It provides some topological properties of scroll (spiral) waves: for example, the topological charge of the generated or annihilated spiral pair must be opposite. Additionally, we obtain another equation on scroll waves, which shows that singular filaments of scroll waves occur on a set of one-dimensional curves which may be either closed loops or infinite lines.

奇异性分析方法及其在储层预测中的应用研究

In research field of oil geophysical prospecting, reservoir prediction is refers to forecasting physical properties of petroleum reservoir by using data of seismic and well logging, it is a research which can guide oil field development. Singularities of seismic and logging data are caused by the heterogeneity of reservoir physical property. It's one of important methods that using singularity characteristics of seismic and logging data to study the reservoir physical property in recently. Among them, realization of reservoir quantitative prediction by analyzing singularity of the data and enhancing transition description of data is difficulty in method research. Based on wavelet transform and the fractal theory, the paper studied the singularity judgment criterion for seismic and logging data, not only analyzed quantitative relation between singularity data and reservoir physical property, but also applied it in practical reservoir prediction. The main achievements are: 1. A new method which provides singular points and their strength information estimation at only one single scale is proposed by Herrmann (1999). Based on that, the dissertation proposed modified algorithm which realized singularity polarity detection. 2. The dissertation introduced onset function to generalize the traditional geologic boundaries variations model which used singularity characteristics to represent the abruptness of the lithologic velocity transition. We show that singularity analysis reveals generic singularity information conducted from velocity or acoustic impedance to seismogram based on the convolution seismic-model theory. Theory and applications indicated that singularity information calculated from seismic data was a natural attribute for delineating stratigraphy boundaries due to its excellent ability in detecting detailed geologic features. We demonstrated that singularity analysis was a powerful tool to delineate stratigraphy boundaries and inverse acoustic impedance and velocity. 3. The geologic significances of logging data singularity information were also presented. According to our analysis, the positions of singularities indicate the sequence stratigraphic boundary, and there is subtle relationship between the singularity strength and sedimentary environment, meanwhile the singularity polarity used to recognize stratigraphic base-level cycle. Based on all those above, a new method which provided sedimentary cycle analysis based on the singularity information of logging data in multiple scales was proposed in this dissertation. This method provided a quantitative tool for judging interface of stratum sequence and achieved good results in the actual application.

Green Theorems and Qualitative Properties of the Optical Flow

How can one compute qualitative properties of the optical flow, such as expansion or rotation, in a way which is robust and invariant to the position of the focus of expansion or the center of rotation? We suggest a particularly simple algorithm, well-suited to VLSI implementations, that exploits well-known relations between the integral and differential properties of vector fields and their linear behaviour near singularities.

Asymptotic behaviour of the elastic solution near the tip of a crack situated at a nonideal interface

Mishuris, G; Kuhn, G., (2001) 'Asymptotic behaviour of the elastic solution near the tip of a crack situated at a nonideal interface', Zeitschrift f?r Angewandte Mathematik und Mechanik 81(12) pp.811-826 RAE2008