Results 91 to 100 of about 202,573 (195)
Wave chaos as signature for depletion of a Bose-Einstein condensate
We study the expansion of repulsively interacting Bose-Einstein condensates (BECs) in shallow one-dimensional potentials. We show for these systems that the onset of wave chaos in the Gross-Pitaevskii equation (GPE), i.e.
Alexej I. Streltsov +8 more
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Spreading of wave packets in disordered systems with tunable nonlinearity
We study the spreading of single-site excitations in one-dimensional disordered Klein-Gordon chains with tunable nonlinearity $|u_{l}|^{\sigma} u_{l}$ for different values of $\sigma$.
Flach, S., Skokos, Ch.
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This study explores analytical soliton solutions for the cubic–quintic time-fractional nonlinear non-paraxial pulse transmission model. This versatile model finds numerous uses in fiber optic communication, nonlinear optics, and optical signal processing.
Lotfi Jlali +3 more
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Non-Linear Plasma Wave Dynamics: Investigating Chaos in Dynamical Systems
This work addresses the significant issue of plasma waves interacting with non-linear dynamical systems in both perturbed and unperturbed states, as modeled by the generalized Whitham–Broer–Kaup–Boussinesq–Kupershmidt (WBK-BK) Equations.
Raymond Ghandour +4 more
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Quantum Noise: Particles, Waves and Mixture
We carry out a theoretical investigation about quantum noise in coherent mixtures of states with different statistics. On the one hand, we investigate the dependence between the behavior wave-particle and associated noise.
Leonardo López-Hernández +7 more
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Objectives: Understanding the pathways linking caregiver- and family-level psychosocial factors and child oral health behaviors is critical for addressing oral health disparities. The current study examined the associations between caregiver psychosocial
Sally M. Weinstein +7 more
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In the present article, we investigate the stability, chaos, and bifurcation analysis of an eminent nonlinear evolution equation, namely, the time-fractional Gardner equation, which is a hybrid model that includes properties of both the Korteweg–de Vries
Md. Antajul Islam +4 more
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Chaos driven by kinetic Alfven waves
We present a simple model describing the effect of a kinetic Alfvén wave on the motion of a test electron along a closed magnetic field line. We show that the electron motion can be strongly chaotic for a wide range of conditions. The chaos exhibits a broad‐band power spectrum in the frequency domain, although only three principal frequencies are ...
openaire +1 more source
Chaos in Spin-Wave Instabilities [PDF]
Hitoshi Yamazaki, Michinobu Mino
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Analysing nonlinear oscillation and chaos using fundamental-wave balance principle
The fundamental-wave current Is1 can be found by the theory of fundamental harmonic balance. Its flow direc- tion represents profit and loss of active and reactive power in order to maintain self-oscillation, when the exciting source applied to the ...
HUANG Bing-hua +2 more
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