1966
DOI: 10.1002/andp.19664720308
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Die Ermittlung von radialen Verteilungsfunktionen aus dem Beugungsbild zweidimensionaler amorpher Strukturen

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“…They are required for the determination of the interparticle distances by calculating the corresponding radial distribution function given by italicg ( r ) = italicN ( r ) / ( 2 π r Δ r ρ ) where N ( r ) is the number of particles in an annular disc of radii r and r + Δ r drawn with a particle at the center and ρ is the number of particles per cm 2 . Details of the calculation method have been reported elsewhere. In Figure a the radial distribution functions of the prepared quasi-hexagonally ordered gold nanoparticle arrays (shown in Figure ) and the theoretical radial distribution function of a perfect hexagonal lattice are displayed. The peak positions of the array coincide with the predicted peak positions for a perfect hexagonal lattice.…”
Section: Resultsmentioning
confidence: 99%
“…They are required for the determination of the interparticle distances by calculating the corresponding radial distribution function given by italicg ( r ) = italicN ( r ) / ( 2 π r Δ r ρ ) where N ( r ) is the number of particles in an annular disc of radii r and r + Δ r drawn with a particle at the center and ρ is the number of particles per cm 2 . Details of the calculation method have been reported elsewhere. In Figure a the radial distribution functions of the prepared quasi-hexagonally ordered gold nanoparticle arrays (shown in Figure ) and the theoretical radial distribution function of a perfect hexagonal lattice are displayed. The peak positions of the array coincide with the predicted peak positions for a perfect hexagonal lattice.…”
Section: Resultsmentioning
confidence: 99%