arXiv: Near-Field Optical MIMO Communication with Polarization-dependent Metasurfaces S. Soleimani, K. Rouhi, A. Momeni
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transmission and wave manipulation [7,8], holography [9], wave-based analog computing [10,11], spatial wave
control [12], and absorbers [13].
Terahertz lenses are widely used in spectrometers, terahertz communication systems, and millimeter and
submillimeter imaging systems. Generally, there are three types of terahertz lenses: ordinary, Fresnel, and
metasurface lenses [14]. In an ordinary terahertz lens, curved surfaces create a large space along with the thickness
of the lens. Indeed, ordinary lenses concentrate the waves by accumulating phase differences along the path. The
terahertz Fresnel lens is designed to reduce the thickness of ordinary lenses. On the other hand, in the metasurface
lens (metalens), an extra phase adds to the wave, leading to constructive interference on the focal point. A metalens
is a superficial lens that allows Fourier transform analysis. According to Fermat's principle, phase control can
modify the wavefront [15,16]. Therefore, metasurface can create the required phase change and develop ultra-thin
flat lenses with unique features and high performance. It also has high resolution and optimal performance for
ordinary lenses.
In structures that are not sensitive to polarization, only a single function is considered for one or both
polarizations. However, different behaviors can be extracted from orthogonal polarizations in an anisotropic unit
cell design [17]. If the function of two radiations with - and -polarization can be separated, different reflections
can be expected for each polarization, leading to independent beamforming. In [18], anisotropic transmissive
metasurfaces are presented that enable simultaneous and independent control of amplitude and phase responses of
two orthogonal polarizations. The transmission response of the suggested structure can give full phase coverage
with widely adjustable amplitude and negligible cross-polarized components. In [19], the transmission response
can be tuned to provide full phase coverage and minimal cross-polarized components. The designed metasurface
is made up of two layers of graphene arrays that can be switched between two states by biasing the two graphene
layers with the specified voltage and zero voltage, respectively. In this design, one state is for -polarized wave
manipulation, and the other is for -polarized incidence. In addition, the authors in [20] designed a metasurface
that can independently manipulate orthogonal linearly polarized terahertz waves by reconfiguring reflection
patterns. A series of graphene-strips-based unit cells form the basis of the proposed design. In addition, Zhu et al.
proposed a novel design method of aperture-multiplexing metasurfaces using a Back-Propagation Neural Network,
which can obtain independent wavefront control of orthogonally polarized electromagnetic waves [21]. For this
purpose, they suggested a metasurface based on a modified Jerusalem Cross structure, which decouples orthogonal
interactions by boosting the effective inductances of each of the two Jerusalem Cross branches. Due to the reduced
orthogonal couplings, the redesigned Jerusalem Cross structure can independently manipulate orthogonally
polarized waves. Furthermore, an anisotropic matrix metasurface consisting of asymmetric metal cross particles
with simultaneous dual-polarization anomalous reflections is proposed in [22]. There have also been several other
studies focused on the development of metasurfaces that are polarization-dependent, such as [23–34]. To the best
of our knowledge, there is no designed metasurface in the infrared spectrum capable of manipulating both
polarizations simultaneously.
In the past, wireless communication relied chiefly on electromagnetic plane waves [35]. There is also angular
momentum in electromagnetic waves, consisting of spin angular momentum (SAM) and orbital angular
momentum (OAM). As a wavefront with a spiral phase, the OAM has received a great deal of research attention
[36–38]. They can carry different modes (topological charges) independently. Beams with different OAM modes
are orthogonal and can be multiplexed/demultiplexed together. As a result, they can increase capacity without
relying on traditional resources like time and frequency. In future wireless communication networks, OAM with
multiple orthogonal topological charges is expected to bridge a new way to increase spectrum efficiency
significantly. Several experiments have recently demonstrated the feasibility of OAM wireless communications
[39,40]. According to [41], OAM multiplexing can achieve high capacity in mm-wave communications.
Additionally, OAM-based wireless communication research includes mode detection, mode separation, axis
estimation and alignment, mode modulation, OAM-beam convergence, etc. [35]. A significant increase in
spectrum efficiency can be achieved by combining multiple-input and multiple-output (MIMO) multiplexing with