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Non-linear time series models for non-linear random vibrations
Journal of Applied Probability, 1980Non-linear time series models for non-linear vibrations are presented. Some typical behaviour of non-linear vibrations generated from Duffing's equation or van der Pol's equation are explained through the models.
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Non-linear threshold autoregressive models for non-linear random vibrations
Journal of Applied Probability, 1981Time series models for non-linear random vibrations are discussed from the viewpoint of the specification of the dynamics of the damping and restoring force of vibrations, and a non-linear threshold autoregressive model is introduced. Typical non-linear phenomena of vibrations are demonstrated using the models.
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2010
The linear theory of morphological stability, as shown in Chapter 10, predicts neither the explicit form nor the evolution dynamics of an unstable solid–liquid interface. Instead, linear theory predicts only the system’s initial unstable behavior—viz., evolution through exponential growth or decay—of a single-mode interface perturbation in the form of ...
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The linear theory of morphological stability, as shown in Chapter 10, predicts neither the explicit form nor the evolution dynamics of an unstable solid–liquid interface. Instead, linear theory predicts only the system’s initial unstable behavior—viz., evolution through exponential growth or decay—of a single-mode interface perturbation in the form of ...
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Forecasting of municipal solid waste generation using non-linear autoregressive (NAR) neural models
Waste Management, 2021Sunayana, Sunil Kumar, Rakesh Kumar
exaly
Reduced-order modelling based on non-linear modes
International Journal of Mechanical Sciences, 2022Paulo Batista Gonçalves +1 more
exaly