The dynamic materials, particularly the spatio-temporal composites, have been investigated in a number of recent publications. In the present paper, we examine a dynamic performance of an elastic bar with material parameters specified as an activated (moving at uniform velocity V) periodic pattern of segments occupied by ordinary materials 1 and 2, with density ρ and stiffness k specified as (ρ1,k1) and (ρ2,k2), respectively. We particularly consider the low frequency wave propagation arising when the period d of the material pattern is much less than the wavelength λ of a dynamic disturbance. The bar is excited at its left end by a signal g(t). © 2000 Academic Press.
CITATION STYLE
Lurie, K. A. (2000). Low Frequency longitudinal vibrations of an elastic bar made of a dynamic material and excited at one end. Journal of Mathematical Analysis and Applications, 251(1), 364–375. https://doi.org/10.1006/jmaa.2000.7054
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