47 resultados para vortex superfluid


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Introduction: Protease activity is essential for the progression of periodontal disease and several studies have shown that gingival crevicular fluid (GCF) proteases are associated with the attachment loss and bone destruction associated with periodontial disease. In addition to measuring protease levels using ELISA, it is also important to consider enzyme activity which can be measured using appropriate substrates. Aim: The aim of this work was to measure the proteolyitc activity in gingival crevicular fluid (GCF) from periodontitis patients using zymography and a fluorogenic protease substrate. Materials and Methods: Twenty four GCF samples were collected from patients with established periodontitis who had not received any periodontal treatment in the previous six months. A strip of perio-paper was inserted into the gingival crevice until light resistance was felt. After 30 seconds the perio-paper was removed and placed into 500 ul ice cold 0.01M sodium phosphate buffer, pH 7.2, containing 0.15M sodium chloride, vortex mixed for 30 seconds and stored at -80°C until required. GCF samples (10 ul) were electrophoresed on 4-16% Blue casein zymogram gels at 125V constant voltage for 90 min. Following electrophoresis the gel was washed in renaturation buffer for 30 min and then placed in developing buffer overnight. Areas of protease activity appeared as clear bands against a blue background. The total caseinolytic activity of each GCF sample was measured using a fluorescent assay with resorufin-labelled casein as the substrate. Results: The results showed that both casein zymography and fluorogenic assay methods were suitable for analysing caseinolytic activity in GCF samples from periodontitis patients. Caseinolytic activity was variable in the periodontitis samples studied and may reflect the episodic nature of the disease. Conclusion: Casein zymography and fluorogenic assay methods may be useful in future attempts to measure active episodes of periodontal disease.

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This chapter discusses that the theoretical studies, using both atomistic and phenomenological approaches, have made clear predictions about the existence and behaviour of ferroelectric (FE) vortices. Effective Hamiltonians can be implemented within both Monte Carlo (MC) and molecular dynamics (MD) simulations. In contrast to the effective Hamiltonian method, which is atomistic in nature, the phase field method employs a continuum approach, in which the polarization field is the order parameter. Properties of FE nanostructures are largely governed by the existence of a depolarization field, which is much stronger than the demagnetization field in magnetic nanosystems. The topological patterns seen in rare earth manganites are often referred to as vortices and yet this claim never seems to be explicitly justified. By inspection, the form of a vortex structure is such that there is a continuous rotation in the orientation of dipole vectors around the singularity at the centre of the vortex.