2004
DOI: 10.1364/josab.21.001210
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Single-molecule orientations determined by direct emission pattern imaging

Abstract: We demonstrate a new method of determining the three-dimensional dipole orientations of single molecules by direct imaging of the emission patterns in the back focal plane of a high-numerical-aperture objective lens. We compare the reconstructed emission-dipole orientations with a previously established method of absorption-dipole mapping. We find that, for a given number of emitted photons, emission pattern imaging provides better accuracy (1°-2°) than absorption-dipole mapping of single molecules. Compared w… Show more

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Cited by 398 publications
(414 citation statements)
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“…The highly directional (doughnut like) emission stems from the fact that the terrylene dipole is oriented nearly perpendicular to the substrate plane [11]. As has been shown very recently [12], by analyzing this image we can determine the tilt angle θ of the dipole. From the cross section in Fig.…”
mentioning
confidence: 87%
“…The highly directional (doughnut like) emission stems from the fact that the terrylene dipole is oriented nearly perpendicular to the substrate plane [11]. As has been shown very recently [12], by analyzing this image we can determine the tilt angle θ of the dipole. From the cross section in Fig.…”
mentioning
confidence: 87%
“…The angular distribution of the emission light intensity can be characterized by two spherical angles, θ and φ (Figure 3 A) and can be directly imaged on the back focal plane of the objective [38] . The details about Fourier imaging can be found in the paper by Lieb et al [39] . Fourier imaging has become a useful technique to study the directional properties in research of plasmonics [40 -42] .…”
Section: Direction and Polarization Of Emitted Lightmentioning
confidence: 99%
“…Approaches have been developed that rely on excitation and/or emission with multiple polarizations (19,20), introduction of defocus and pattern matching (21), direct imaging of pupil functions (22), and use of annular illumination to create characteristic field distributions (23) to name a few. The alternating measurement of 2D position and orientation has also been addressed (24).…”
mentioning
confidence: 99%
“…2A). Qualitatively, this asymmetry is introduced because the asymmetric pupil functions of SM dipoles (22) are multiplied by the DH-PSF phase mask, causing various spatial frequencies of the ordinary DH-PSF to be attenuated as a function of orientation and defocus. We quantify the lobe asymmetry as…”
mentioning
confidence: 99%