2000
DOI: 10.1103/physrevb.62.2065
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Role of tip shape in light emission from the scanning tunneling microscope

Abstract: The influence of tip shape on the light produced by scanning tunneling microscopy is analyzed theoretically for the case of nobel metals where collective modes enhance the photon emission. We investigate a hyperbolic tip geometry where the aperture of the tip and its apex curvature can be changed independently. The electromagnetic field in the tip-sample region is calculated with the use of the boundary charge method. The tunneling current is treated in a modified Tersoff-Hamann theory. The aperture of the tip… Show more

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Cited by 138 publications
(117 citation statements)
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“…It is well established that the spectral distribution of the emitted light can change largely with the tip geometry as described in Ref. [30] for a hyperboloid tip model. Here, we will use the sphere tip model of Refs.…”
Section: Resultsmentioning
confidence: 99%
“…It is well established that the spectral distribution of the emitted light can change largely with the tip geometry as described in Ref. [30] for a hyperboloid tip model. Here, we will use the sphere tip model of Refs.…”
Section: Resultsmentioning
confidence: 99%
“…In most experiments, the emitted light is completely dominated by the resonance of the gap plasmon mode induced by the strong tip-sample interaction when both the tip and the sample are made of plasmonic materials such as gold or silver [22,25,27]. The * eric.le-moal@u-psud.fr † andrei.borissov@u-psud.fr extreme spatial confinement of the gap plasmon inside the junction makes it exceedingly sensitive to very slight yet unavoidable and unpredictable changes in the morphology of the tip apex [28,29]. Consequently, the common wisdom in the field is that STM-induced light emission suffers from this "arbitrary" character [29].…”
Section: Introductionmentioning
confidence: 99%
“…Especially the results show that the detailed investigation of variation in spectral profiles of interface plasmon due to energy exchange with molecular excitons requires a quantum mechanical treatment of interface plasmons. The theory developed by us is suitable for such studies, compared to previous theories of STM-LE [25,28,29,42,44,45,47]. Moreover, analysis of the luminescence property of the system from the viewpoint of superposition of the coupled modes provides simple description of luminescence spectral profile of the system, which aids in interpretation of the calculation results as well as experimental results.…”
Section: Resultsmentioning
confidence: 88%
“…The energy of the interface plasmon mode ℏω p is set to 2.05 eV and U β ′ is set to give a plasmon lifetime of 4.7 fs for ℏg = 0 which are consistent with experiments [36,43] and earlier simulation results [44,45]. The relaxation constant of the molecular exciton for ℏg = 0 is given by ℏΓ ex = ∑ β |U β | 2 πδ (ℏω − ℏω β ) and set to 0.005 eV [40].…”
Section: Model and Methodsmentioning
confidence: 82%