Comportamento de Staphylococcus sob diferentes condições de crescimento: Behaviour of Staphylococcus aureus under different growth conditions

Realizou-se um trabalho experimental com o objectivo de obter informação sobre a evolução do crescimento de Staphylococcus aureus. Foram utilizadas duas estirpes de Staphylococcus aureus, uma isolada a partir de rissóis de frango e uma estirpe de referência, a ATCC n. 9213, estas estirpes foram sujeitas a 3 valores de pH diferentes (que representam os valores de pH que é possível, ou seja pH 4, 5,5 e 7, a 3 valores de concentração de NaCl, nomeadamente, 0,5%, 7% e 15%. A temperatura de desenvolvimento será de 7°C, 37°C e 50aC. Utilizaram-se dois métodos para avaliar o crescimento de Staphylococcus aureus, ao longo do tempo, nomeadamente o Método Turbidímétrico e o Método de contagem de unidades formadoras de colónias (método das diluições sucessivas). ABSTRACT: Carried out experimental work in order to obtain information on the evolution of the growth of Staphylococcus aureus. We used two strains of Staphylococcus aureus, a strain isolated from a chicken patties and one reference strain, ATCC Nº 29213, these strains were subjected to 3 different pH values (which represent the values of pH it is possible, or is pH 4, 5.5 and 7, the 3 values of NaCI concentration, namely, 0.5%, 7% and 15%. The growth temperature is 7 °C, 37°C and 50ºC. We used two methods to evaluate the growth of Staphylococcus aureus, over time, including the turbidimetric method and the method of counting colony forming units (method of successive dilutions).

Existence of Homoclinic Solutions for Nonlinear Second-Order Problems

In this work, we consider the second-order discontinuous equation in the real line, u′′(t)−ku(t)=f(t,u(t),u′(t)),a.e.t∈R, with k>0 and f:R3→R an L1 -Carathéodory function. The existence of homoclinic solutions in presence of not necessarily ordered lower and upper solutions is proved, without periodicity assumptions or asymptotic conditions. Some applications to Duffing-like equations are presented in last section.

Sufficient conditions for the existence of heteroclinic solutions for Phi-Laplacian differential equations

In this paper we consider the second order discontinuous equation in the real line, (a(t)φ(u′(t)))′ = f(t,u(t),u′(t)), a.e.t∈R, u(-∞) = ν⁻, u(+∞)=ν⁺, with φ an increasing homeomorphism such that φ(0)=0 and φ(R)=R, a∈C(R,R\{0})∩C¹(R,R) with a(t)>0, or a(t)<0, for t∈R, f:R³→R a L¹-Carathéodory function and ν⁻,ν⁺∈R such that ν⁻<ν⁺. We point out that the existence of heteroclinic solutions is obtained without asymptotic or growth assumptions on the nonlinearities φ and f. Moreover, as far as we know, this result is even new when φ(y)=y, that is, for equation (a(t)u′(t))′=f(t,u(t),u′(t)), a.e.t∈R.

PROVIDING OPTIMUM WOUND HEALING CONDITIONS DURING THE PROLIFERATIVE STAGE USING KERRAFIBRE

Abstract : In order to analyze the role of a new structured fibrous dressing in the proliferative stage of chronic wound healing in hard to heal wounds, a case study was performed on a stagnant venous ulcer, which remained non-healed in the past 7 months. All chronicity factors that could affect wound healing were excluded, including biofilm (with the use of polihexanide+betaine, Prontosan range), and compression therapy was provided. The results were very interesting with healing achieved in 7 weeks of treatment. Most of times it is not easy to find/select a dressing to promote granulation and epithelisation, once ideal cleaning/debridement and bioburden control are achieved. Some dressings do not provide a good healing rate, lead to bioburden elevation during time and recurrence in the use of antimicrobials. Other options to promote proliferation are very expensive and need a secondary dressing. Treatment with kerrafibre showned to be very cost effective. Its is also implicit the important role of advanced wound care centers versus conventional care.This case study was originally presented as a poster at Wounds UK 2014 Conference, at Harrogate, England, United Kingdom.