材料科学
极化子
栅栏
复合数
各向同性
拓扑(电路)
纳米光子学
光子学
超材料
色散(光学)
光学
光电子学
自由度(物理和化学)
各向异性
联轴节(管道)
光子晶体
拓扑优化
衍射光栅
平面波
分段
纳米线
负折射
声子
作者
Zhuoxin Xue,Hanchao Teng,Na Chen,Shenghan Zhou,Chengyu Jiang,Jiayi Gui,Shuang Xi,Hualong Zhu,Hai Hu
标识
DOI:10.1002/adom.202502073
摘要
Abstract Metasurfaces offer powerful means to control polaritons, yet achieving sophisticated manipulation of their dispersion topology remains challenging with conventional homogeneous designs. Here, a composite grating metasurface (CGM) paradigm is introduced and theoretically validated enabling precise topological control over mid‐infrared phonon polaritons. This design comprises alternating, deep‐subwavelength nanostrips of an anisotropic hyperbolic material‐α‐molybdenum trioxide (α‐MoO 3 ) and an isotropic polaritonic material‐silicon carbide (SiC), operating within their overlapping Reststrahlen bands. It is shown that coupling between the distinct polariton modes supported by each constituent leads to the formation of volume‐surface hybrid phonon polaritons (VS‐HPhPs). Crucially, the topological nature of the resulting hybrid polariton dispersion—transitioning between elliptical and hyperbolic isofrequency contours (IFCs)—can be deterministically engineered by tailoring the grating geometry, specifically its orientation relative to the α‐MoO 3 crystal axes or the material filling factors. This composite metasurface approach provides expanded degrees of freedom for manipulating polariton propagation and topology, offering a versatile platform for developing advanced nanophotonic devices for topological optics and on‐chip light manipulation.
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