Nonlinear Dynamics represents a wide interdisciplinary area of research dealing with a
variety of “unusual” physical phenomena by means of nonlinear differential equations …

The nonlinear dynamics of a parametrically excited pendulum is addressed. The proposed
analytical approach aims at describing the pendulum dynamics beyond the simplified …

We study the in-plane damped oscillations of a finite lattice of particles coupled by linear
springs under distributed harmonic excitation. Strong nonlinearity in this system is generated …

In this work, we analyze the phononic characteristics of wave motion in precompressed
monoatomic and diatomic granular chains, with emphasis on the evolving spatial features of …

It is well known that complete energy transfer between two weakly coupled linear oscillators
occurs only at resonance. If the oscillators are nonlinear, the amplitude dependence of their …

As shown earlier by Zhuravlev, harmonically loaded linear conservative systems possess an
alternative physically reasonable basis, which is generally different from that associated with …

In this chapter, we introduce polynomials and power series expansions with respect to the
triangular sinewave. These can be used for approximations of periodic signals and unknown …

In the present paper, we study the fundamental mechanism of unidirectional energy
transport in the symmetric, weakly dissipative system of two coupled nonlinear oscillators …

In this paper we study the effect of nonstationary energy localization in a nonlinear
conservative resonant system of two weakly coupled oscillators. This effect is alternative to …

Исследованы режимы и параметры горных работ для создания условий передачи
кинетической энергии, формируемой в ходе реализации геотехнологических …