首页|Toroidal dipole response in rectangular waveguide:used to generate vector beams and vector vortex beams
Toroidal dipole response in rectangular waveguide:used to generate vector beams and vector vortex beams
扫码查看
点击上方二维码区域，可以放大扫码查看
原文链接
万方数据
维普
Toroidal multipole is a special current distribution that has many different characteristics from electric multipole and mag-netic multipole distributions.Because of its special properties,the toroidal dipole is a research hotspot in the field of metamaterials and nanophotonics.However,the low scattering of the toroidal dipole moment makes its excitation a chal-lenging task.At present,there are relatively few studies on its specific engineering applications.In this paper,by slotting in the rectangular cavity,the excitation of an equivalent toroidal dipole is successfully achieved over a wide frequency range of 53-58 GHz.Results indicate that under the action of the toroidal dipole,the TE10 mode electromagnetic waves transmitted in the rectangular waveguide are converted into vector beams and are radiated outwards.Further adjusting the spatial distribution of the magnetic dipoles in the toroidal dipoles yields results that indicate that the resonance mode in the slot is still dominated by the magnetic toroidal dipole moment,and the electromagnetic waves radiating outward are vortex beams carrying vector polarization.The scattered energy of each dipole moment inside the antenna is calculated.This calculation verifies that the mass of the vector beam and vector vortex beam is closely related to the toroidal dipole supported by this antenna.The proposed structure can be applied to explorations in vortex filtering,in photon entanglement,and in the photonic spin Hall effect.
toroidal dipolevector beamsvector vortex beams
罗灏、陈聪、高鹏、冯越、任紫燕、乔昱嘉、刘海
展开 >
School of Information and Control Engineering,China University of Mining and Technology,Xuzhou 221116,China
National Key R&D Program of ChinaNational Natural Science Foundation of ChinaPrimary Research & Development Plan of Xuzhou City
万方数据
维普
