2007
DOI: 10.1364/josab.24.001291
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Light scattering from anisotropic block copolymer grains in a planar waveguide

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Cited by 4 publications
(13 citation statements)
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“…The substrate, film, and air layers are labeled with subscripts 1, 2, and 3, respectively. In the previous theoretical work, it was shown that the scattered electric field at point r within the waveguide from a source point r ′ can be obtained from the Green’s function approach as E ( m κ ) ( r ) = k 0 2 ε 0 G⃡ ( m κ ) ( r , r′ ) · δ ε ( r′ ) · E ( m κ′ ) ( r′ ) where the indicators κ and κ′ = {0, 1} represent the {TE, TM} polarization and integers m 0 and m 1 label the waveguide modes; k 0 = 2π/λ 0 and ε 0 are the wavenumber and permittivity in vacuum, respectively; G⃡ ( m κ ) ( r , r ′) is the Green’s function corresponding to the m κ th waveguide mode, derived in the previous work, with detailed expressions given in the Appendix; δε⃡ ( r ′) is the dielectric perturbation at the source point; E ( m κ ′ ) ( r ′) is the incident guided-wave propagating in the m κ′ th waveguide mode.…”
Section: Theoretical Scattered Pattern From the Grainsmentioning
confidence: 99%
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“…The substrate, film, and air layers are labeled with subscripts 1, 2, and 3, respectively. In the previous theoretical work, it was shown that the scattered electric field at point r within the waveguide from a source point r ′ can be obtained from the Green’s function approach as E ( m κ ) ( r ) = k 0 2 ε 0 G⃡ ( m κ ) ( r , r′ ) · δ ε ( r′ ) · E ( m κ′ ) ( r′ ) where the indicators κ and κ′ = {0, 1} represent the {TE, TM} polarization and integers m 0 and m 1 label the waveguide modes; k 0 = 2π/λ 0 and ε 0 are the wavenumber and permittivity in vacuum, respectively; G⃡ ( m κ ) ( r , r ′) is the Green’s function corresponding to the m κ th waveguide mode, derived in the previous work, with detailed expressions given in the Appendix; δε⃡ ( r ′) is the dielectric perturbation at the source point; E ( m κ ′ ) ( r ′) is the incident guided-wave propagating in the m κ′ th waveguide mode.…”
Section: Theoretical Scattered Pattern From the Grainsmentioning
confidence: 99%
“…In conventional DPLS, two methods were applied to analyze the scattered patterns, termed the correlation method and the amplitude method . The correlation method was used to calculate the integrated scattered optical power from prism-coupled GWDLS, and the derivation relied on the assumption of the simplest ideal grain models . In the present analysis, a Monte Carlo simulation based on the amplitude method is used to analyze the angular GWDLS patterns.…”
Section: Theoretical Scattered Pattern From the Grainsmentioning
confidence: 99%
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