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Plasmon dispersion

Solving Maxwell s equations at the metal/dielectric interface at the appropriate boundary conditions yields the surface plasmon dispersion relation, that is, the relation of the angular frequency co and the x-component of the surface plasmon wave vector kSP,... [Pg.56]

Holland WR, Hall DG (1983) Surface-plasmon dispersion relation shifts induced by the interaction with localized plasma resonances. Phys Rev B 27 7765-7768... [Pg.208]

Shin H., Catrysse P. B., and Fan S. (2005). Effect of the plasmonic dispersion relation on the transmission properties of subwavelength cylindrical holes. Plys. Rev. B 72 085436. [Pg.523]

Fig. 3. The solid line represents the RPA (linear) contribution to the stopping power of equation (15), for Zj = 1 andr = 2.07, as a function of the velocity of the probe particle. Dashed and dotted lines represent contributions from momentum transfers below q < q ) and above (q > q ) the critical momentum q where the plasmon dispersion enters the e-h pair continuum. Fig. 3. The solid line represents the RPA (linear) contribution to the stopping power of equation (15), for Zj = 1 andr = 2.07, as a function of the velocity of the probe particle. Dashed and dotted lines represent contributions from momentum transfers below q < q ) and above (q > q ) the critical momentum q where the plasmon dispersion enters the e-h pair continuum.
Fig. 4 A Schematic cross section of metal film growth and corresponding scanning electron micrographs (below) of the gold nanocavities fabricated with a = 350 nm latex spheres of thickness t for (a) ajl, (b) a, and (c) 2.1a [91]. B Measured energy dispersion of the reflectivity for TM polarized light as a function of the in-plane wave vector for increasing relative void depth, i=t/(2a) (a-c). Log color scale white dotted lines show a zone-folded plasmon dispersion, sample orientations of 4> = 30° in all cases, (i-iv) k space cuts through dispersion relation at (i) (i,E) = (0.25,2.2 eV) (ii) (i,E) = (0.4,2.2 eV) (in) (i,E) = (0.4,1.7 eV) (iv) (f, ) = (0.6,2.2 eV), symmetry shown above (i). Light shade corresponds to absorption features [93]... Fig. 4 A Schematic cross section of metal film growth and corresponding scanning electron micrographs (below) of the gold nanocavities fabricated with a = 350 nm latex spheres of thickness t for (a) ajl, (b) a, and (c) 2.1a [91]. B Measured energy dispersion of the reflectivity for TM polarized light as a function of the in-plane wave vector for increasing relative void depth, i=t/(2a) (a-c). Log color scale white dotted lines show a zone-folded plasmon dispersion, sample orientations of 4> = 30° in all cases, (i-iv) k space cuts through dispersion relation at (i) (i,E) = (0.25,2.2 eV) (ii) (i,E) = (0.4,2.2 eV) (in) (i,E) = (0.4,1.7 eV) (iv) (f, ) = (0.6,2.2 eV), symmetry shown above (i). Light shade corresponds to absorption features [93]...
This asymptotic trend is indicated by the dotted continuation of the peak frequency. It becomes more than obvious that the limitation of nuclear sizes inhibits a clear empirical confirmation of this trend. The Mie resonance in the clusters, on the other hand, approaches a finite value in the bulk limit. This is due to the long-range Coulomb force, which generally produces a plasmon dispersion co a q. The overall trends for very large clusters complies with a linear growth of the surface plasmon frequency. [Pg.258]

As has been discussed in great detail, the grating effectively imposes a Brillouin Zone structure upon the surface plasmon dispersion, resulting in various dispersion... [Pg.311]

The plasmon dispersion is obtained from the roots of e q,o)) = 0. Cappellini et al. (1993) have generalized their expression (4.2.9) for the static dielectric constant of semi-conductors to include dynamic processes, in a one-pole approximation (Hybertsen and Louie, 1986) ... [Pg.118]

FIGURE 38. Surface plasmon dispersion curve (o(k ). k Wave vector due to roughness. The experimental arrangements due to Otto and Kretschmann for surface plasmon excitation in ATR are also shown. [Pg.146]

FIGURE 39, Surface plasmon dispersion curves for Ag single-crystal electrodes in 0.5 M NaC104. Note the anisotropy in the optical response for Ag(llO). After Ref. 111. [Pg.148]


See other pages where Plasmon dispersion is mentioned: [Pg.53]    [Pg.920]    [Pg.40]    [Pg.480]    [Pg.263]    [Pg.920]    [Pg.58]    [Pg.61]    [Pg.67]    [Pg.56]    [Pg.231]    [Pg.53]    [Pg.189]    [Pg.22]    [Pg.4540]    [Pg.43]    [Pg.97]    [Pg.556]    [Pg.240]    [Pg.120]    [Pg.114]    [Pg.144]    [Pg.161]    [Pg.174]   
See also in sourсe #XX -- [ Pg.97 ]

See also in sourсe #XX -- [ Pg.556 ]




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