Nonlinearity and Complexity in Elastic Wave Motion

  • Pastrone F
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Abstract

The goal of this chapter is to provide some elementary basic ideas about nonlinear wave motion in complex elastic structures. The path consists of three steps: the basic concepts of the nonclassical generalized continua, which encompass the theory of elasticity; the meaning of complexity in the theory of elastic structures; and elastic nonlinear wave propagation. Microstructures and waves in microstructured solids are introduced to provide a meaningful example of the general scheme, whose results are of some interest in the theory and in the applications.

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Pastrone, F. (2006). Nonlinearity and Complexity in Elastic Wave Motion. In Universality of Nonclassical Nonlinearity (pp. 15–27). Springer New York. https://doi.org/10.1007/978-0-387-35851-2_2

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