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      Mixer-Duplexer-Antenna Leaky-Wave System Based on Periodic Space-Time Modulation

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          Magnetic-free non-reciprocity and isolation based on parametrically modulated coupled-resonator loops

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            Some General Properties of Nonlinear Elements-Part I. General Energy Relations

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              Giant non-reciprocity at the subwavelength scale using angular momentum-biased metamaterials.

              Breaking time-reversal symmetry enables the realization of non-reciprocal devices, such as isolators and circulators, of fundamental importance in microwave and photonic communication systems. This effect is almost exclusively achieved today through magneto-optical phenomena, which are incompatible with integrated technology because of the required large magnetic bias. However, this is not the only option to break reciprocity. The Onsager-Casimir principle states that any odd vector under time reversal, such as electric current and linear momentum, can also produce a non-reciprocal response. These recently analysed alternatives typically work over a limited portion of the electromagnetic spectrum and/or are often characterized by weak effects, requiring large volumes of operation. Here we show that these limitations may be overcome by angular momentum-biased metamaterials, in which a properly tailored spatiotemporal modulation is azimuthally applied to subwavelength Fano-resonant inclusions, producing largely enhanced non-reciprocal response at the subwavelength scale, in principle applicable from radio to optical frequencies.
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                Author and article information

                Journal
                IEEE Transactions on Antennas and Propagation
                IEEE Trans. Antennas Propagat.
                Institute of Electrical and Electronics Engineers (IEEE)
                0018-926X
                1558-2221
                February 2017
                February 2017
                : 65
                : 2
                : 442-452
                Article
                10.1109/TAP.2016.2632735
                e1f4ecee-2213-4177-953e-09ec139172a0
                © 2017
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