2010
DOI: 10.1063/1.3437651
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Spheroidal nanoparticles as thermal near-field sensors

Abstract: We suggest to exploit the shape-dependence of the near-field heat transfer for nanoscale thermal imaging. By utilizing strongly prolate or oblate nanoparticles as sensors one can assess individual components of the correlation tensors characterizing the thermal near field close to a nanostructured surface, and thus obtain directional information beyond the local density of states. Our theoretical considerations are backed by idealized numerical model calculations.

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Cited by 11 publications
(15 citation statements)
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References 32 publications
(64 reference statements)
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“…When a particle is heated, it exchanges energy with the environment and cools down. In free space and assuming the surroundings at zero temperature, the spectral power lost by the particle (temperature T t , modelled by a dipole) is [50] P (ω) = ω 3 π 2 ǫ 0 c 3 ℑ[α(ω)]Θ(ω, T t ) (45) where Θ(ω, T t ) is again the mean thermal energy of the dipole oscillator. When the particle is close to a surface, the transferred power depends on the electromagnetic mode density at the particle position (EM LDOS) and can be much larger than in free space because non-radiative channels (evanescent modes) open up.…”
Section: (Non)radiative Cooling Of a Particlementioning
confidence: 99%
“…When a particle is heated, it exchanges energy with the environment and cools down. In free space and assuming the surroundings at zero temperature, the spectral power lost by the particle (temperature T t , modelled by a dipole) is [50] P (ω) = ω 3 π 2 ǫ 0 c 3 ℑ[α(ω)]Θ(ω, T t ) (45) where Θ(ω, T t ) is again the mean thermal energy of the dipole oscillator. When the particle is close to a surface, the transferred power depends on the electromagnetic mode density at the particle position (EM LDOS) and can be much larger than in free space because non-radiative channels (evanescent modes) open up.…”
Section: (Non)radiative Cooling Of a Particlementioning
confidence: 99%
“…Somewhat more applied studies have attempted to take advantage of the potential of the tremendous increase of the radiative heat flux on the nanoscale for thermal imaging of nanostructured surfaces [21][22][23][24].…”
mentioning
confidence: 99%
“…Note, that this expression is strictly valid for surface tip distances much larger than the tip radius only assuming a spherical metallic sensor tip. Indeed the value of the heat flux as well as the thermal near-field image of a structured surface depend on the shape and the material properties of the tip apex as was shown for ellipsoidal sensor tips (dielectric and metallic) in (Biehs et al (2010b); ). Hence, for a more refined model it is important to account for the sensor shape and to include the contributions of higher multipoles.…”
Section: Thermal Imagingmentioning
confidence: 99%