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Evanescent Waves

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Evanescent Waves in Optics

Part of the book series: Springer Series in Optical Sciences ((SSOS,volume 206))

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Notes

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    Quincke G (1866) Ann Phys Chem. 127:1; Hall EE (1902) Phys Rev. 15:73; Selenyi P (1913) CR. 157:1408; Froehlich P (1921) Ann Phys. 65(4):577; Coon DD (1966) Am J Phys. 34:240; Drexhage KH (1970) Sci Am. 222:108; Nassenstein H (1968) Phys Lett. 28A:249; Bryngdahl O (1969) J Opt Soc America 59:1645; Smartt RN (1970) Appl Opt. 9:970

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    Bouwkamp CJ (1959) Rep Progr Phys. 17:269; Wolf E (1959) Proc Phys Soc. (London) 74:269; Toraldo di Francia G (1960) Nuov Cim. 16:61; Sherman GC (1967) J Opt Soc America 57:1160; Sherman GC (1967) J Opt Soc. America 57:1490; Shewell JR, Wolf E (1968) J Opt Soc America 58:1596; Lalor E (1968) J Opt Soc America 58:1235; Walther A (1968) J Opt Soc America 58:1256; Walther A (1969) J Opt Soc America 59:1325; Asby R, Wolf E (1971) J Opt Soc America 61:52; Clemmow PC (1966) The plane wave spectrum representation of electromagnetic fields. Pergamon, New York

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    de Fornel F (2001) Evanescent waves, from Newtonian optics to atomic optics. Springer

  4. 4.

    Yu N, Genevet P, Kats MA, Aieta F, Tetienne J-p, Capasso F, Gaburro Z (2011) Science 334:333

  5. 5.

    Because e = cos α + isin α one has cos α = (e + e-iα)/2 and if α = iβ, it is cos iβ = (e−β + e)/2 = cosh β

  6. 6.

    Newton I (1726) Principia, vol. I. London; reprint of Cajori’s English translation, Univ.Calif. Press 1962

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    Newton I (1730) Opticks, 4th edn. London; Dover, New York, 1952

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    Yu N, Genevet P, Kats MA, Aieta F, Tetienne J-p, Capasso F, Gaburro Z (2011) Science 334:333

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    See, for ex., Renard RH (1964) J Opt Soc America 34:1190; Lotsch HKV (1968) J Opt Soc America 58:551; Tamir T, Oliner AA (1969) J Opt Soc America 59:942; Horowitz BR, Tamir T (1971) J Opt Soc America 61:586

  12. 12.

    In this discussion we follow the presentation given by Lekner J (1987) Theory of reflection, Martinus Nijhoff Publishers, Boston

  13. 13.

    The reason for the term (ε12)½ multiplying tpo is that the relation refers to the transmission of the electric field and not to the magnetic field

  14. 14.

    Veselago VG (1967) Sov Phys Solid State 8:2854; Veselago VG (1968) Sov Phys Uspeki 10:509

  15. 15.

    An excellent text where the properties of negative index are synthesized is Milonni PW (2005) Fast light, slow light and left-handed light. IoP, Bristol; A good reference for metamaterials is Solymar L, Shamonina E (2009) Waves in metamaterials. Oxford Univ. Press, Oxford

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    Marra WC, Eisenberger P, Cho AY (1979) J Appl Phys. 50:6927

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    Vineyard GH (1982) Phys Rev B26:4146

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    Becker RS, Golovchenko JA, Patel JR (1983) Phys Rev Lett. 50:153

  19. 19.

    Bouwkamp CJ (1954) Rept Progr Phys. 17:39; Wolf E (1959) Proc Phys Soc. (London) 74:269; Clemmow PC (1966) The plane wave spectrum representation of electromagnetic fields. Pergamon Press, New York; Sherman GC (1967), J Opt Soc America 57:1160; Sherman GC (1967), J Opt Soc America 57:1490; Sherwall JR, Wolf E (1968) J Opt Soc America 58:1596; Lalor E (1968) J Opt Soc America 58:1235; Goodman JW (1996) Introduction to Fourier Optics. McGraw, New York

  20. 20.

    Pendry JB (2000) Phys Rev Lett. 85:3966

  21. 21.

    Abbe E (1873) Archiv f Mikroskop Anat. 9:413

  22. 22.

    Lord Rayleigh (1896) Phil Mag. 5(42):167

  23. 23.

    Horowitz BR, Tamir T (1971) J Opt Soc America 61:586

  24. 24.

    McDonald KT, http://puhep1.princeton.edu/mcdonald/exemples/

  25. 25.

    Deschamps GA (1971) Electr Lett. 7:684; Ra JW, Bertoni HL, Felsen LB (1973) SIAM J Appl Math. 24:396

  26. 26.

    We may define the amplitude transmittance function as the ratio of the transmitted field amplitude to the incident field amplitude.

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Correspondence to Mario Bertolotti , Concita Sibilia or Angela Guzman .

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Bertolotti, M., Sibilia, C., Guzman, A. (2017). Evanescent Waves. In: Evanescent Waves in Optics. Springer Series in Optical Sciences, vol 206. Springer, Cham. https://doi.org/10.1007/978-3-319-61261-4_2

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