An analytical formalism is derived for twistoptics in planar heterostructures containing any number of finite-thickness biaxial layers and infinitesimally thin anisotropic conductive sheets, together with high-momentum and thin-film approximations.
Duan et al., Multiple and spectrally robust photonic magic angles in reconfigurable α-MoO3 trilayers, Nat Mater 22, 867 (2023)
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Twistoptics in Planar Heterostructures with an Arbitrary Number of Rotated 3D Thin Layers and 2D Conductive Sheets
An analytical formalism is derived for twistoptics in planar heterostructures containing any number of finite-thickness biaxial layers and infinitesimally thin anisotropic conductive sheets, together with high-momentum and thin-film approximations.