2010
DOI: 10.1103/physrevb.82.235429
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Electromagnetic forces on plasmonic nanoparticles induced by fast electron beams

Abstract: The total momentum transfer from fast electron beams, like those employed in scanning transmission electron microscopy ͑STEM͒, to plasmonic nanoparticles is calculated. The momentum transfer is obtained by integrating the electromagnetic forces acting on the particles over time. Numerical results for single and dimer metallic nanoparticles are presented, for sizes ranging between 2 and 80 nm. We analyze the momentum transfer in the case of metallic dimers where the different relevant parameters such as particl… Show more

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Cited by 41 publications
(57 citation statements)
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“…Integrating the forces over time, we find that total time-average attractive forces are larger than repulsive forces at large impact parameter (b > 5Å), but become comparable at small impact parameter (b < 5Å), leading to a cross-over from attractive to repulsive behavior, in agreement with frequency domain calculations 9,18 . Fig.…”
Section: Total Momentum Transfersupporting
confidence: 81%
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“…Integrating the forces over time, we find that total time-average attractive forces are larger than repulsive forces at large impact parameter (b > 5Å), but become comparable at small impact parameter (b < 5Å), leading to a cross-over from attractive to repulsive behavior, in agreement with frequency domain calculations 9,18 . Fig.…”
Section: Total Momentum Transfersupporting
confidence: 81%
“…In this spherical geometry, the frequencydependent response fields in the sphere can be calculated using a multipolar expansion, satisfying boundary conditions on the surface of the spherical NP, and they are presented as follows (where CGS-atomic units are used). A detailed description of the derivation of expressions associated with the frequency-dependent electromagnetic fields is found in references 9,18 . Those expressions include retardation and relativistic effects which allow us to capture the physics of the high-speed events:…”
Section: Discussionmentioning
confidence: 99%
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“…Figure 3a,b show theoretically calculated modes excited by a beam positioned at (x 0 , y 0 ) ¼ (0, 5) and (0, 0) nm, respectively, about the gap centre. Whereas symmetric passage of the beam through the gap enhances electric-field intensity on the outside edges of the structure and tends to pull the p-BNAs apart 24,26 , the large in-gap intensities produced in the asymmetric cases induce significant gradient forces on the Au particles towards the gap centre 17 . By virtue of the fact that there exist many more in-gap modes, the resultant gradient force is attractive.…”
Section: Fabricationmentioning
confidence: 99%