arXivDaily arXiv每日学术速递 周一至周五更新
arXiv physics/0506175physics.optics
收藏

梯度光学中的凹凸光子势垒

Concave and Convex photonic Barriers in Gradient Optics

Alexandr B. Shvartsburg, Guillaume Petite

摘要:

研究了光在介质薄膜中的传播和隧穿,介质薄膜的极化率沿薄膜方向呈连续曲线分布。通过精确解析解的麦克斯韦方程组,这些薄膜,凸和凹,及其对反射率和透射率的影响的巨大的非均匀性引起的色散可视化。取决于薄膜的截止频率,受其折射率的空间分布,通过这种障碍的光的传播或隧穿检查。受折射率分布的形状,在这些薄膜中的EM波的群速度被证明是增加或减少相比,均匀的层,然而,这些速度的传播和隧道制度保持亚光速。利用广义菲涅耳公式研究了光子势垒的梯度和曲率对隧穿效率的决定性影响。饱和的相位的波隧穿通过一堆这样的薄膜(哈特曼效应),证明。讨论了有耗势垒中的倏逝模及其对哈特曼效应的破坏。

英文摘要:

Propagation and tunneling of light through photonic barriers formed by thin dielectric films with continuous curvilinear distributions of dielectric susceptibility across the film, are considered. Giant heterogeneity-induced dispersion of these films, both convex and concave, and its influence on their reflectivity and transmittivity are visualized by means of exact analytical solutions of Maxwell equations. Depending on the cut-off frequency of the film, governed by the spatial profile of its refractive index, propagation or tunneling of light through such barriers are examined. Subject to the shape of refractive index profile the group velocities of EM waves in these films are shown to be either increased or deccreased as compared with the homogeneous layers; however, these velocities for both propagation and tunneling regimes remain subluminal. The decisive influence of gradient and curvature of photonic barriers on the efficiency of tunneling is examined by means of generalized Fresnel formulae. Saturation of the phase of the wave tunneling through a stack of such films (Hartman effect), is demonstrated. The evanescent modes in lossy barriers and violation of Hartman effect in this case is discussed.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

↑