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Wave Packet Dynamics in a Nonlinear Tunnel-Coupled Structure of Right- and Left-Handed Media

机译:右手和左手介质的非线性隧道耦合结构中的波包动力学

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摘要

The dynamics of a wave packet formed by tunnel-coupled forward and backward waves in a waveguide structure consisting of media with different signs of real parts of their refractive indices is investigated. Expressions for coupled-wave amplitude and reflection and transmission coefficients that are corrected for absorption are derived in the linear approximation. The expressions governing the wave-packet duration and propagation velocity of its envelope maximum are derived, taking into account the second-order dispersion, cubic nonlinearity, and dispersion of the nonlinearity. The possibility of efficient control of the forward wave velocity by applying an external magnetic field is demonstrated.
机译:研究了在波导结构中由隧道耦合的正向和反向波形成的波包的动力学,该波导结构由折射率的实部不同的介质组成。在线性近似中导出了针对吸收而校正的耦合波振幅和反射系数以及透射系数的表达式。考虑到二阶色散,三次非线性和非线性色散,推导了控制波包持续时间和最大包络传播速度的表达式。说明了通过施加外部磁场有效控制前向​​波速度的可能性。

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