Abstract

Bimetallic nanoparticles show novel electronic, optical, catalytic or photocatalytic properties different from those of monometallic nanoparticles and arising from the combination of the properties related to the presence of two individual metals but also from the synergy between the two metals. In this regard, bimetallic nanoparticles find applications in several technological areas ranging from energy production and storage to sensing. Often, these applications are based on optical properties of the bimetallic nanoparticles, for example, in plasmonic solar cells or in surface-enhanced Raman spectroscopy-based sensors. Hence, in these applications, the specific interaction between the bimetallic nanoparticles and the electromagnetic radiation plays the dominant role: properties as localized surface plasmon resonances and light-scattering efficiency are determined by the structure and shape of the bimetallic nanoparticles. In particular, for example, concerning core-shell bimetallic nanoparticles, the optical properties are strongly affected by the core/shell sizes ratio. On the basis of these considerations, in the present work, the Mie theory is used to analyze the light-scattering properties of bimetallic core–shell spherical nanoparticles (Au/Ag, AuPd, AuPt, CuAg, PdPt). By changing the core and shell sizes, calculations of the intensity of scattered light from these nanoparticles are reported in polar diagrams, and a comparison between the resulting scattering efficiencies is carried out so as to set a general framework useful to design light-scattering-based devices for desired applications.

Highlights

  • The surface plasmon of a metal is a collective excitation of electrons in the conduction band, and they dominate the electromagnetic responses of the metallic system with sizes on the order of the plasmon resonance wavelength

  • We exploit ScatLab’s capabilities to calculate the light-scattering properties of the spherical bimetallic core–shell NPs made by AuAg, AgAu, CuAg, AgCu, AuPd, PdAu, AuPt, PtAu, PdPt, PtPd for various combinations of the core radius and shell width: within the capabilities and limits of the ScatLab software, the additional scientific inside of the present work relies on in the application of freely available software to functional nanomaterials with potentially interesting applications and in the setting of a general framework connecting the NPs geometry to their light-scattering characteristics

  • The ScatLab software is used to perform electromagnetic scattering simulations for the spherical bimetallic core–shell NPs: in particular, an electromagnetic plane wave of wavelength λ = 550 nm is supposed to impinge from 0◦ on the single NP, which is located in the origin of a reference system

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Summary

Introduction

Publisher’s Note: MDPI stays neutral with regard to jurisdictional claims in published maps and institutional affiliations. A broad absorption band in the UV region appears, which red-shifts by increasing shell thickness from 280 to 370 nm This is a clear demonstration of the importance of investigating the impact of the core–shell sizes ratio on the optical properties of core–shell bimetallic NPs so as to set a general framework connecting these parameters for specific functional applications. From the experimental point of view, non-spherical metal nanostructures (complex-morphology nanostructures) are interesting presenting plasmonic hot-spots in correspondence of apexshaped geometries or double-bands plasmonic absorption as in nanorods [1,2,3,4,61] In these systems, the interaction of electromagnetic radiation with metallic nanostructures is more complicated and can result in additional interesting effects towards technological applications. The results of the present work, even if simplified, can help in establishing the general effect of the core and shell sizes on the light-scattering properties of the core–shell bimetallic NPs essential to select preparation methods and conditions to prepare the NPs with desired structure appropriate to the application

Basic Theory Concepts
Calculations and Discussion
Conclusions
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