ON THE PROPAGATION OF BINARY SIGNALS IN ATWO-DIMENSIONAL NONLINEAR LATTICE WITHNEAREST-NEIGHBOR INTERACTIONS

JAVIER RUIZ-RAMIREZ; JORGE EDUARDO MACIAS-DIAZ

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ON THE PROPAGATION OF BINARY SIGNALS IN ATWO-DIMENSIONAL NONLINEAR LATTICE WITHNEAREST-NEIGHBOR INTERACTIONS

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In this work, we use a computational technique with multiple properties of consistency in order to approximate solutions of a bounded β-Fermi–Pasta–Ulam lattice in two space dimensions subject to harmonic driving in two adjacent boundaries. The processes of nonlinear supratransmission and infratransmission are employed in order to propagate binary signals in the medium by means of a suitable modulation of the driving amplitude.

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来源
《Journal of nonlinear mathematical physics》 |2010年第2期|127-136|共10页
作者
JAVIER RUIZ-RAMIREZ; JORGE EDUARDO MACIAS-DIAZ;
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作者单位

Departamento de BioquimicaUniversidad Autonoma de AguascalientesAvenida Universidad 940, Ciudad UniversitariaAguascalientes 20100, Mexico;

Departamento de Matematicas y FisicaUniversidad Autonoma de AguascalientesAvenida Universidad 940, Ciudad UniversitariaAguascalientes 20100, Mexico;

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正文语种英语
中图分类理论物理学;
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Two-dimensional lattice; Fermi–Pasta–Ulam system; finite difference scheme; harmonic boundary perturbation; wave propagation; binary signals;

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ON THE PROPAGATION OF BINARY SIGNALS IN ATWO-DIMENSIONAL NONLINEAR LATTICE WITHNEAREST-NEIGHBOR INTERACTIONS

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