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This paper is devoted to the analysis of elastic properties of anisotropic laminas using the so-called polar representation method: this is an effective mathematical tool to analyse two-dimensional elastic problems. By this method, the authors have been able to find a particular class of solutions to some special inverse problems concerning laminates made by anisotropic layers. The properties of these solutions are described and discussed, along with some general results.
ISAT––Institut Supérieur de l'Automobile et des Transports, Université de Bourgogne, 49 Rue Mademoiselle Bourgeois, B.P. 31, 58027 Nevers Cedex, France
LRMA––Laboratoire de Recherche en Mécanique et Acoustique, Université de Bourgogne, 49 Rue Mademoiselle Bourgeois, B.P. 31, 58027 Nevers Cedex, France
ISAT––Institut Supérieur de l'Automobile et des Transports, Université de Bourgogne, 49 Rue Mademoiselle Bourgeois, B.P. 31, 58027 Nevers Cedex, France
LRMA––Laboratoire de Recherche en Mécanique et Acoustique, Université de Bourgogne, 49 Rue Mademoiselle Bourgeois, B.P. 31, 58027 Nevers Cedex, France