Results 61 to 70 of about 27,850 (167)
We study the local classical solvability of the Cauchy problem to the equations of one-dimensional nonlinear thermoelasticity. The governing model is a coupled system of a nonlinear hyperbolic equation for the displacement and a parabolic equation for ...
Hu Yanbo, Sugiyama Yuusuke
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On a parabolic-hyperbolic Penrose-Fife phase-field system
The initial and boundary value problem is studied for a non-conserved phase-field system derived from the Penrose-Fife model for the kinetics of phase transitions.
Pierluigi Colli +2 more
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Dissipative hyperbolic systems [PDF]
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Nonstrictly hyperbolic nonlinear systems
The initial value problem for a class of nonlinear hyperbolic systems is addressed in this paper, with initial data given in a Sobolev space of functions. These systems are not required to be strictly hyperbolic nor symmetrizable, and the admissible class includes systems with multiple characteristics. The fundamental requirement is a sign condition on
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Existence and blow up in a system of wave equations with nonstandard nonlinearities
Salim A. Messaoudi +3 more
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Sustained Oscillations in Hyperbolic–Parabolic Systems
We construct examples of oscillating solutions with persistent oscillations for various hyperbolic-parabolic systems with singular diffusion matrices that appear in mechanics. These include, an example for the equations of nonlinear viscoelasticity of Kelvin-Voigt type with stored energy that violates rank-one convexity, which amounts to a time ...
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Hyperbolic systems modeling currency hoarding
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Quercioli, Elena, Rauch, Jeffrey
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Innovative solutions for lossy nonlinear transmission lines model using a modified extended mapping approach with fractional effects. [PDF]
Hussein HH, Alexan W, Kandil SA.
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Nonreciprocal Negative Refraction Enabled by Photonic Time Crystals. [PDF]
Tavakol MR, Cai W.
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A novel Fibonacci sequence-based motion profile. [PDF]
Yao WS, Tseng YC, Hu JH.
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