A dimensão educativa da equipe de nefrologia na promoção de saúde bucal de crianças e adolescentes portadores de doença renal crônica

INTRODUÇÃO: Objetivou-se avaliar a dimensão educativa das percepções e atitudes de médicos, enfermeiros e auxiliares de enfermagem na saúde bucal de crianças e adolescentes portadores de insuficiência renal crônica (IRC) em três hospitais do Rio de Janeiro. MÉTODOS Realizou-se uma entrevista com perguntas abertas e fechadas com 43 profissionais de saúde. Os dados foram coletados e tabulados no programa SPSS 13.0. Empregou-se o teste Qui-quadrado, com nível de significância estatística p < 0,05. RESULTADOS: A média de idade foi 36,5 anos (± 11,3), com 80% do sexo feminino. A maioria dos médicos (71,4%, n = 10) e enfermeiros (72,4%, n = 21) acredita que esses pacientes podem ter alguma alteração bucal decorrente da doença, sendo perda de esmalte e descalcificação as mais citadas. Em relação à orientação sobre higiene bucal, pouco mais da metade da amostra respondeu que orienta seus pacientes no sentido de realizar escovação (72,7%, n = 16), usar fio dental (9%, n = 2), fazer bochecho (18,1%, n=4) e limpar a língua (9%, n = 2). Apenas 9% (n = 2) orientam a higiene após o uso de medicamentos. Quanto à necessidade de cuidados diferenciados para esses pacientes, 65,5% dos enfermeiros e auxiliares de enfermagem acreditam que estes devam ocorrer. Para a maioria dos médicos (57,1%, n = 8), não há necessidade de tais cuidados. Apesar disso, 78,6% (n = 11) dos médicos têm o hábito de encaminhar os pacientes a serviços odontológicos. CONCLUSÕES: Diante da metodologia empregada, concluiuse que a maioria dos profissionais de saúde têm algum conhecimento sobre saúde bucal, porém suas atitudes não refletem esse fato.

O tempo vertical e a dimensão do poético na obra de Clarice Lispector: uma leitura bachelardiana

A presença marcante de uma prosa-poética na produção ficcional de Clarice Lispector possibilitou-nos exemplificar algumas noções centrais (tempo vertical e instante poético) na rica e sugestiva reflexão de Gaston Bachelard acerca do universo poético

A dimensão constituinte do poder em Hannah Arendt

O artigo investiga a concepção do poder em Hannah Arendt. O pano de fundo dessa reflexão, na autora, é o mal inerente às práticas de extermínio dos governos totalitários. A nossa exposição ressalta a dimensão constituinte do poder, na qual o poder está associado à capacidade de iniciar e de fundar ações com os outros. Nesse sentido, distancia-se da dimensão constituída do poder: Estado, governo e soberania. Em Arendt, poder diferencia-se de dominação. Os termos que compõem nossa abordagem são: mundo comum, condição humana, ação, espaço público, desobediência civil e potência.

A dimensão teleológica e ordenada do agir humano em Santo Agostinho

A busca da vida feliz e o caminho que nos leva até ela, sempre se colocou como um dos grandes pilares das reflexões de Santo Agostinho. O presente trabalho tem a intenção de apresentar alguns aspectos da ética agostiniana, principalmente a noção de ordo amoris.

Automatic Structure Generation using Genetic Programming and Fractal Geometry

Three dimensional model design is a well-known and studied field, with numerous real-world applications. However, the manual construction of these models can often be time-consuming to the average user, despite the advantages o ffered through computational advances. This thesis presents an approach to the design of 3D structures using evolutionary computation and L-systems, which involves the automated production of such designs using a strict set of fitness functions. These functions focus on the geometric properties of the models produced, as well as their quantifiable aesthetic value - a topic which has not been widely investigated with respect to 3D models. New extensions to existing aesthetic measures are discussed and implemented in the presented system in order to produce designs which are visually pleasing. The system itself facilitates the construction of models requiring minimal user initialization and no user-based feedback throughout the evolutionary cycle. The genetic programming evolved models are shown to satisfy multiple criteria, conveying a relationship between their assigned aesthetic value and their perceived aesthetic value. Exploration into the applicability and e ffectiveness of a multi-objective approach to the problem is also presented, with a focus on both performance and visual results. Although subjective, these results o er insight into future applications and study in the fi eld of computational aesthetics and automated structure design.

Estudio de microestructuras dendríticas mediante análisis fractal

Tesis (Maestría en Ciencias de la Ingeniería Mecánica con Especialidad en Materiales) UANL

Medición de la dimensión fractal de la microestructura de aceros

Tesis (Maestría en Ciencias de la Ingeniería Mecánica, con especialidad en Materiales). U. A. N. L.

Geometría fractal de las fronteras de grano del acero AISI 304 sometido a deformación por Víctor Miguel Trejo Ramón

Tesis (Maestría en Ciencias de la Ingeniería Mecánica con Especialidad en Materiales) U.A.N.L.

Caracterización fractal en fronteras de grano de materiales cristalinos utilizando microscopía electrónica por Jesús Garza Paz

Tesis (Maestría en Ciencias de la Ingeniería Mecánica con Especialidad en Materiales) U.A.N.L.

Estudio de microestructuras dendríticas mediante análisis fractal

Tesis (Maestría en Ciencias de la Ingeniería Mecánica con Especialidad en Materiales) U.A.N.L.

Applications of Fractal Based Structures in Radar Cross Section Reduction

This thesis presents the Radar Cross Section measurements of different geometric structures such as flat plate,cylinder, corner reflector and circular cone loaded with fractal based metallo dielectric structures.Use of different fractal geometris,metallizations of different shapes as well as the frequency tanability is investigated for TE and TM polarization of the incident electromagnetic field.Application of fractal based metallo-dielectric structures results in RCS reduction over a wide range of frequency bands.RCS enhancement of dihedral corner is observed at certain acute and obtuse corner angles.The experimental results are validated using electromagnetic simulation softwares.

Scattering Behaviour of fractal based metallo-dielectric structures

The scattering behaviour of fractal based metallodielectric structures loaded over metallic targets of different shapes such as flat plate, cylinder and dihedral corner reflector are investigated for both TE and TM polarizations of the incident wave. Out of the various fractal structures studied,square Sierpinski carpet structure is found to give backscattering reduction for an appreciable range of frequencies. The frequency of minimum backscattering depends on the geometry of the structure as well as on the thickness of the substrate. This structure when loaded over a dihedral corner reflector is showing an enhancement in RCS for corner angles other than 90◦.

Radar cross-section enhancement of dihedral corner reflector using fractal-based metallo-dielectric structures

Effective use of fractal-based metallo-dielectric structures for enhancing the radar cross-section (RCS) of dihedral corner reflectors is reported. RCS enhancement of about 30 dBsm is obtained for corner reflectors with corner angles other than 90deg. This may find application in remote sensing and synthetic aperture radar.

Fractal based techniques for classification of mammograms and identification of microcalcifications

After skin cancer, breast cancer accounts for the second greatest number of cancer diagnoses in women. Currently the etiologies of breast cancer are unknown, and there is no generally accepted therapy for preventing it. Therefore, the best way to improve the prognosis for breast cancer is early detection and treatment. Computer aided detection systems (CAD) for detecting masses or micro-calcifications in mammograms have already been used and proven to be a potentially powerful tool , so the radiologists are attracted by the effectiveness of clinical application of CAD systems. Fractal geometry is well suited for describing the complex physiological structures that defy the traditional Euclidean geometry, which is based on smooth shapes. The major contribution of this research include the development of • A new fractal feature to accurately classify mammograms into normal and normal (i)With masses (benign or malignant) (ii) with microcalcifications (benign or malignant) • A novel fast fractal modeling method to identify the presence of microcalcifications by fractal modeling of mammograms and then subtracting the modeled image from the original mammogram. The performances of these methods were evaluated using different standard statistical analysis methods. The results obtained indicate that the developed methods are highly beneficial for assisting radiologists in making diagnostic decisions. The mammograms for the study were obtained from the two online databases namely, MIAS (Mammographic Image Analysis Society) and DDSM (Digital Database for Screening Mammography.