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Faculty of Mechanical Engineering, Lj. (FSLJ)
  • On the stability of a nonlinear viscoelastic rod subjected to a longitudinal force in the form of a random stationary process
    Potapov, V. D.
    ǂThe ǂstability and reliability of a nonlinear viscoelastic rod under a stochastic excitation is investigated. The loads are assumed to be in the form of random stationary processes. The solution is ... obtained with the help of a numerical method, which is based on the method of the statistical simulation of random input processes and on the numerical solution of the system of nonlinear and linearized integro-differential equations. These equations describe a nonperturbed and perturbed motion of the rod. The estimation of the stability is carried out with the help of top Lyapunov exponents.
    Source: Mechanics of time-dependent materials : an international journal devoted to the time-dependent behaviour of materials and structures. - ISSN 1385-2000 (Vol. 2, no. 4, 1998/1999, 335-349)
    Type of material - article, component part
    Publish date - 1998
    Language - english
    COBISS.SI-ID - 3870491

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