Results 21 to 30 of about 160,425 (302)
Travelling waves and light-front approach in relativistic electrodynamics [PDF]
We briefly report on a recent proposal (Fiore in J Phys A Math Theor 51:085203, 2018) for simplifying the equations of motion of charged particles in an electromagnetic (EM) field $F^{ }$ that is the sum of a plane travelling wave $F_t^{ }(ct\!-\!z)$ and a static part $F_s^{ }(x,y,z)$; it adopts the light-like coordinate $ =ct\!-\!z$ instead ...
Gaetano Fiore, Paolo Catelan
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Stress Wave Anisotropy in Centered Square Highly Nonlinear Granular Systems [PDF]
Highly ordered, close packed granular systems present a nonlinear dynamic behavior stemming from the Hertzian contact interaction between particles. We investigated the propagation of elastic stress waves in an uncompressed, centered square array of ...
Daraio, C., Leonard, A.
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Fault Location of Lightning Strikes Using Residual Analysis Based on an Adaptive Kalman Filter
Lightning strikes are the significant cause of transient, faults, and outages in electric power transmission and distribution systems. The double-exponential function is proposed to simulate the decaying part of the measured lightning current.
Yanhui Xi +4 more
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Traveling circumferential unstable wave of cylindrical flame front
The researches of stability of cylindrical front of deflagration combustion in an annular combustion chamber were made using phenomenological model. The flame front is described as discontinuity of gasdynamic parameters. It is considered that the combustion products are under chemical equilibrium. The combustible mixture and the combustion products are
A V Trilis, A A Vasiliev, S V Sukhinin
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Non-vanishing sharp-fronted travelling wave solutions of the Fisher–Kolmogorov model
Abstract The Fisher–Kolmogorov–Petrovsky–Piskunov (KPP) model, and generalizations thereof, involves simple reaction–diffusion equations for biological invasion that assume individuals in the population undergo linear diffusion with diffusivity $D$, and logistic proliferation with rate $\lambda $.
El-Hachem, Maud +2 more
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Geometric scaling as traveling waves [PDF]
We show the relevance of the nonlinear Fisher and Kolmogorov-Petrovsky- Piscounov (KPP) equation to the problem of high energy evolution of the QCD amplitudes. We explain how the traveling wave solutions of this equation are related to geometric scaling,
A. Kolmogorov +10 more
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Traveling wave front for partial neutral differential equations
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Hernández, Eduardo, Wu, Jianhong
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Front Waves of Chemical Reactions and Travelling Waves of Neural Activity
Travelling waves crossing the nervous networks at mesoscopic/macroscopic scales have been correlated with different brain functions, from long-term memory to visual stimuli. Here we investigate a feasible relationship between wave generation/propagation in recurrent nervous networks and a physical/chemical model, namely the Belousov–Zhabotinsky ...
Yidi Zhang, Guo, Shan, Mingzhu Sun
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We study a curvature-dependent motion of plane curves in atwo-dimensional cylinder with periodically undulatingboundary. The law of motion is given by $V=\kappa + A$, where$V$ is the normal velocity of the curve, $\kappa$ is the curvature,and $A$ is a ...
Hiroshi Matano +2 more
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An integral-differential model equation arising from neuronal networks with very general kernel functions is considered in this paper. The kernel functions we study here include pure excitations, lateral inhibition, lateral excitations, and more general ...
Lijun Zhang +3 more
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