1982
DOI: 10.1016/b978-0-444-86165-8.50009-8
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Surface Electromagnetic Wave Propagation on Metal Surfaces

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Cited by 30 publications
(20 citation statements)
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“…The subsequent loss of intensity from the specular reflectivity is recorded as a function of wavelength and then compared with that predicted by a rigorous grating theory model, which uses a conical version 10 of the differential formalism of Chandezon et al 11 This allows one to characterize the surface profile of the grating 12 and the dielectric properties of the media either side of the interface. 13 Many previous workers have studied extensively the grating-coupled SPP mode at visible 5,12,13 and infrared 14 wavelengths on corrugated surfaces produced by standard interferographic techniques. 15 Before this method of grating manufacture was established, gratings had to be ruled by hand, 4 grating with the electric field of the radiation parallel to the grooves.…”
Section: Introductionmentioning
confidence: 99%
“…The subsequent loss of intensity from the specular reflectivity is recorded as a function of wavelength and then compared with that predicted by a rigorous grating theory model, which uses a conical version 10 of the differential formalism of Chandezon et al 11 This allows one to characterize the surface profile of the grating 12 and the dielectric properties of the media either side of the interface. 13 Many previous workers have studied extensively the grating-coupled SPP mode at visible 5,12,13 and infrared 14 wavelengths on corrugated surfaces produced by standard interferographic techniques. 15 Before this method of grating manufacture was established, gratings had to be ruled by hand, 4 grating with the electric field of the radiation parallel to the grooves.…”
Section: Introductionmentioning
confidence: 99%
“…Zenneck surface wave theory [2][3][4] and surface plasmon theory, 5,19 are equivalent for TSP pulse propagation on a metal sheet as exp͓ikx͔ with the propagation constant k = k r + ik i . For our Al sheet we assume the handbook value of dc conductivity 0 = 3.54ϫ 10 5 / ͑⍀ cm͒, and at 0.4 THz obtain the complex dielectric constant from Drude theory as = r + i i = −3.3ϫ 10 4 + i1.6ϫ 10 6 .…”
mentioning
confidence: 99%
“…На частотах выше 1000 cm −1 узкие резонансы соответствуют тем, что зарегистрированы в PZT пленке на сапфире. Полоса на 600 cm поверхностных поляритонах на границе раздела диэлект-рик/металл [45]. После кристаллизации PZT пленки при темпера-турах выше 550…”
Section: экспериментальные результаты и обсуждениеunclassified
“…Эти полосы соответствуют поверхностным (интерфейсным) поляритонам на границе раздела пленка PZT/платина. Условием форми-рования в спектре полосы поверхностного поляритона является отрицательное значение действительной части диэлектрической проницаемости подложки [45]. В случае металлического подслоя платины это условие в IR-диапазоне выполняется всегда.…”
Section: экспериментальные результаты и обсуждениеunclassified