论文标题
调查单壁和双壁碳纳米管中的光传导
Investigation of light conduction in single-wall and double-wall carbon nanotubes
论文作者
论文摘要
碳纳米管(CNS)由管状石墨层制成。这些大分子具有有趣的特征,这些特征通常在论文的第一章中引入。在其余论文中,研究了金属中枢神经系统的光传导。在第2章中,通过将金属单壁CNS建模为2D游离电子气体层,我们发现了2D电子气体上电子的密度,并为这些圆柱形波导求解了麦克斯韦方程。我们假设在2D气体层上电子振荡和沿CNS的传播电磁波具有相同的时间依赖性或频率。该假设是用表面等离子体进行光传导的必要条件,即在纳米级上进行激光束并低于光的衍射极限的唯一机制。在第3章和第4章中,我们将边界条件应用于麦克斯韦方程的解决方案,并找到横电(TE)和横向磁(TM)模式的单壁和双壁CNS的分散关系。在第5章中,我们研究了将相对论电子束在单墙和双壁CNS上施加的效果,以创建表面等离子体,并在存在快速电子束的存在下计算中枢神经系统的分散性关系。这产生了沿CN金属波导产生的表面等离子体波的频率,波长和组速度。
Carbon Nanotubes (CNs) are made of tubular graphite layers. These macromolecules have interesting features which are generally introduced in the first chapter of the thesis. In the rest of the thesis, the light conduction in metallic CNs is investigated. In chapter 2, by modeling metallic single-wall CNs as 2D free electron gas layers, we find the density of electrons on a 2D electron gas and solve the Maxwell's equations for these cylindrical waveguides. We assume the same time-dependency or frequency for the electrons oscillations on the 2D gas layers and the propagating electromagnetic waves along the CNs. This assumption is the necessary condition for the light conduction with surface plasmons, that is, the only mechanism to conduct laser beams on nanoscale and below the diffraction limit of light. In chapters 3 and 4, we apply boundary conditions to the solutions of Maxwell's equations, and find the dispersion relations of single-wall and double-wall CNs for the transverse electric (TE) and transverse magnetic (TM) modes. In chapter 5, we investigate the effect of applying relativistic electron beams on singlewall and double-wall CNs to create surface plasmons, and calculate the dispersion relation ghraphs of CNs in the presence of fast electron beams. This yield the frequencies, wavelengths and group velocities of surface plasmon waves created by relativistic beams along CN metallic waveguides.