Rabi Waves for Excitation of Quantum Nanoantenna with Electrically Controlled Radiation Pattern and Its Application
DOI:
https://doi.org/10.48165/bpas.2023.42D.2.4Keywords:
Rabi Waves, Excitation, Quantum Nano Antenna, Operational Frequency, Terahertz Range, Multipoles, Quantum Transition FrequencyAbstract
Rabi waves for the excitation of quantum nanoantennas with electrically controlled radiation and frequency characteristics were studied. The operational frequency of the visible range was based on the high frequency component of the current. The low frequency component and its operational frequency was in the terahertz range. The feature of the Rabi wave antenna depends on the carrier frequency on the electromagnetic field intensity. The contribution of high order magnetic multipoles became essential. The radiation properties of an antenna were the same as the ideal magnetic dipole. The antenna frequency spectrum corresponded to the amplitude modulated Rabi oscillations. The high frequency current was in the optical range in the vicinity of the quantum transition frequency. The radiation field of the nano antenna was considered equivalent to the field of magnetic dipole placed in the centre of current ring and oriented orthogonal to the ring plane. The equivalence was consequence of the electrical smallness of the antenna over the working range of frequency. The results obtained were in good agreement with previous results.
References
Balanis. C, (2005), Antenna Theory: Analysis and Design (Wiley Inter Science, Hoboken, NJ.)
Vovotny. L, (2007), Phys. Rev. Lett. 98, 266802.
Alu. A and Engheta. N. (2008), Nature Photon V2, 307.
Slepyan. G. Ya, Shuba. M. V., Maksimenko. S. A and Lakhtakia. A, (2006), Phys. Rev. B, 73, 195416.
Kibi. O. V, (2011), Phys. Rev. Lett., 107, 106802.
Teperik. T. V and Degiron. A, (2011), Phys. Rev. B, 83, 245408.
Yang. Z. J, Kim. N. C, Li. J. B, Cheng. M. T, Liu. S. D, Hao. Z. H and Wang. Q. Q, (2010), Opt. Express, 18, 4006.
Rabi. I. I, (1937), Phys. Rev. 51, 652. [9] Allen. L and Eberly. J. H, (1975), Optical Resonace and Two level Atoms (Dover, New York).
Scully. M. U and Zubairy. M. S, (2001), Quantum optics (Cambridge University Press, Cambridge, England).
Svidzinky. A. A, Chang. J. T and Scully. M. O, (2008), Phys. Rev. Lett., 100, 160504.
Svidzinky. A. A, Chang. J. T and Scully. M. O, (2010), Phys. Rev. A, 81, 053821. [13] Das. S., Agarwal. G. S and Scully. M. O., (2008), Phys. Rev. Lett. 101, 153601.
Scully M. O, (2009), Phys. Rev. Lett. 142, 143601.
Yu. T and Eberly. J. H, (2004), Phys. Rev. Lett. 93, 140404.
Scully. M. O, Fery. E. S, Raynondooi. C. H and Wodkiewicz. K, (2006), Phys. Rev. Lett. 96, 010501.
Kavokin. A, Baumberg. J. J, Malpuech. G and Laussy. F. P, (2007), Microcavities (Oxford University Press, New York). [18] Dutta. S. M, (2005), Cavity Quantum Electrodynamics: The Strange Theory of Light in a Box. (Wiley-inter Science, Hoboken, NJ).
Hopfield. J. J, (1958), Phys. Rev. 112, 1555.
Quattropani. A, Andreani. L. C and Bassani. F, (1986), Nuovo Cimento, 7D, 55.
Slepyan. G. Ya, Yerchak. Y. D, Makismenko. S. A and Hoffmann. A, (2009), Phys. Lett. A, 373, 1374.
Selpyan. G. Ya, Yerchak. Y. D, Hoffman. A and Bass. F. G, (2010), Phys. Rev. B, 81, 085115.