利用石墨烯等离子体控制电磁局域态密度

Yongpin P. Chen, W. Sha, L. J. Jiang, Jun Hu
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摘要

电磁局域态密度(ELDOS)计算粒子(原子、分子和量子点)自发发射电磁波的空间点上的电磁模式数。eldo可以解释为电磁场的真空波动密度。此外,eldo对于控制粒子的自发衰变速率(SDR)至关重要;因此在现代光学和量子器件中起着至关重要的作用。石墨烯具有很大程度的调整介电常数的自由度,是操纵eldo的新兴基石。在这项工作中,我们研究了金属分裂环谐振器附近粒子的SDR,该谐振器嵌入在包含石墨烯层的多层衬底中。在如此复杂的多层系统中分析ELDOS不仅在计算上具有挑战性,而且对实际设备具有重要意义。首先,比较研究了石墨烯等离子体和金属等离子体的色散关系。从我们的研究来看,石墨烯提供了几种灵活的调谐途径来控制SDR,这在很大程度上取决于石墨烯片的化学势和粒子的位置和极化。然后,考虑到石墨烯等离子体在红外波段被激发,我们精心设计了一个在相同频率范围内谐振的金属分裂环。因此,这种设计允许石墨烯片和分裂环之间的相互作用。为了减少计算量,采用了结合多层介质格林函数的边界元法。多层介质Green的功能自动包含了超薄石墨烯的信息。因此,只有分裂环散射体被网格化。理论上观察到蓝移和分裂共振峰,这表明石墨烯和分裂环之间存在强模式耦合。此外,通过静电掺杂石墨烯片,模式耦合具有开关-关闭特性。这项工作对于动态调整复杂器件中的ELDOS和SDR具有重要意义。
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Manipulating electromagnetic local density of states by graphene plasmonics
Electromagnetic local density of states (ELDOS) counts the number of electromagnetic modes at a spatial point where a particle (atom, molecule, and quantum dot) spontaneously emits electromagnetic waves. ELDOS can be interpreted as a density of vacuum fluctuations of electromagnetic fields. Moreover, ELDOS is essential to control spontaneous decay rate (SDR) of particles; and thus plays a critical role in modern optical and quantum devices. Having a great degree of freedom to tune permittivity, graphene is an emerging building block to manipulate the ELDOS. In this work, we study SDR of a particle near a metallic split-ring resonator, which is embedded in a multilayered substrate incorporating a graphene layer. Analyzing ELDOS in such a complex multilayered system is not only computationally challenging but also highly important to practical devices. First, dispersion relations of graphene plasmonics and metallic plasmonics are comparatively studied. From our investigations, graphene offers several flexible tuning routes to control SDR, which highly depends on the chemical potential of graphene sheet and the position and polarization of particle. Then, considering graphene plasmonics is excited at infrared regime, we carefully design a metallic split-ring resonating around the same frequency range. Consequently, this design allows a mutual interaction between the graphene sheet and split-ring. To reduce the computational burden, boundary element method in conjugation with a multilayered medium Green's function is adopted. The multilayered medium Green's function automatically includes the information of the ultrathin graphene. Therefore, only the split-ring scatterer is meshed. Blue-shifted and splitting resonance peaks are theoretically observed, which suggests a strong mode coupling between the graphene and split-ring. Furthermore, the mode coupling has a switch on-off feature via electrostatically doping the graphene sheet. This work is fundamentally important to dynamically tune ELDOS and SDR in complex devices.
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