Formal asymptotics for oscillation of a discrete mass-spring-damper system of time-varying properties, embedded into a one-dimensional medium described by the telegraph equation with variable coefficients

We consider a quite general problem concerning a linear free oscillation of a discrete mass-spring-damper system. This discrete sub-system is embedded into a one-dimensional continuum medium described by the linear telegraph equation. In a particular case, the discrete sub-system can move along the...

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Veröffentlicht in:	Nonlinear dynamics 2024-12, Vol.112 (23), p.20967-21002
Hauptverfasser:	Gavrilov, Serge N., Poroshin, Ilya O., Shishkina, Ekaterina V., Mochalova, Yulia A.
Format:	Artikel
Sprache:	eng
Schlagworte:	Amplitudes Automotive Engineering Classical Mechanics Control Dissipation Dynamical Systems Engineering Free vibration Localization Mass-spring-damper systems Mechanical Engineering Mechanical systems Parameters Quadratures Vibration
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