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1.
Dermatology ; 232(1): 2-10, 2016.
Artigo em Inglês | MEDLINE | ID: mdl-26278913

RESUMO

BACKGROUND: Print media are a major source of health information. OBJECTIVES: To analyse press coverage related to skin cancer prevention. METHODS: We conducted a content analysis of print media articles pertaining to skin cancer prevention, solaria and vitamin D published in Germany and Switzerland over a 1-year period between 2012 and 2013. RESULTS: Overall, 2,103 articles were analysed. Applying sunscreen was by far the most common sun protection recommendation. A considerable number of articles on solaria and vitamin D advocated exposure to ultraviolet radiation to enhance physical appearance and vitamin D photosynthesis, often without mentioning any precaution measures. In total, 26.8% of the articles contained misleading or erroneous statements mostly related to sunscreen use and vitamin D issues. CONCLUSIONS: Print media can serve as powerful education tools to foster skin cancer prevention. However, misleading or erroneous reports may negatively impact sun-safe behaviour.


Assuntos
Educação em Saúde , Meios de Comunicação de Massa , Neoplasias Cutâneas/prevenção & controle , Banho de Sol , Raios Ultravioleta/efeitos adversos , Vitamina D/biossíntese , Alemanha , Humanos , Neoplasias Cutâneas/etiologia , Protetores Solares/uso terapêutico , Suíça
2.
Phys Rev Lett ; 106(10): 104502, 2011 Mar 11.
Artigo em Inglês | MEDLINE | ID: mdl-21469795

RESUMO

We show that the Kelvin-Helmholtz instability excited by a localized perturbation yields a self-similar wave. The instability of the mixing layer was first conceived by Helmholtz as the inevitable growth of any localized irregularity into a spiral, but the search and uncovering of the resulting self-similar evolution was hindered by the technical success of Kelvin's wavelike perturbation theory. The identification of a self-similar solution is useful since its specific structure is witness of a subtle nonlinear equilibrium among the forces involved. By simulating numerically the Navier-Stokes equations, we analyze the properties of the wave: growth rate, propagation speed and the dependency of its shape upon the density ratio of the two phases of the mixing layer.

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