Antisymmetric PT-photonic structures with balanced positive and negative index materials

Li Ge, H. E. Tureci

In this Letter we study a new class of synthetic materials in which the refractive index satisfies a special symmetry, \(n(-x)=-n^*(x)\), which we term antisymmetric parity-time (APT) systems. Unlike PT-symmetric systems which require balanced gain and loss, i.e. \(n(-x)=n^*(x)\), APT systems consist of balanced positive and negative index materials (NIMs). Despite the seemingly PT-symmetric optical potential \(V(x)\equiv n(x)^2\omega^2/c^2\), such systems are not invariant under combined PT operation due to the discontinuity of the spatial derivative of the wavefunction. We show that APT systems display intriguing properties such as spontaneous phase transition of the scattering matrix, bidirectional invisibility, and a continuous lasing spectrum.
Optics (physics.optics)

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