2008
DOI: 10.1364/oe.16.009907
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Tight focusing of laser beams in a λ/2-microcavity

Abstract: We evaluate the field distribution in the focal spot of the fundamental Gaussian beam as well as radially and azimuthally polarized doughnut beams focused inside a planar metallic sub-wavelength microcavity using a high numerical aperture objective lens. We show that focusing in the cavity results in a much tighter focal spot in longitudinal direction compared to free space and in spatial discrimination between longitudinal and in-plane field components. In order to verify the modeling results we experimentall… Show more

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Cited by 28 publications
(16 citation statements)
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“…The initial distribution p(θ, t = 0) right after excitation is defined by the polarization and intensity of the focused excitation light. These can be found by again expanding the electromagnetic field of the focused laser beam into a plane wave representation [9,10], and calculating the interaction of each plane wave with the cavity [11]. If one denotes the horizontal and vertical components of the excitation intensity at the position of the molecules by I and I ⊥ , respectively, then p(θ, t = 0) is given by…”
mentioning
confidence: 99%
“…The initial distribution p(θ, t = 0) right after excitation is defined by the polarization and intensity of the focused excitation light. These can be found by again expanding the electromagnetic field of the focused laser beam into a plane wave representation [9,10], and calculating the interaction of each plane wave with the cavity [11]. If one denotes the horizontal and vertical components of the excitation intensity at the position of the molecules by I and I ⊥ , respectively, then p(θ, t = 0) is given by…”
mentioning
confidence: 99%
“…The calcula- tions showed that the observed molecule was close to the upper polymer interface (toward the oil) and had a nearly vertical orientation. Because of the special electric field configuration of the focused laser light inside the cavity [13], such dipoles are efficiently excited. The obtained values of spectral shift between À2 nm and À14 nm are common when observing single perylene emission spectra, and similar values have been reported before [14].…”
mentioning
confidence: 99%
“…Starting from the general theory of focusing a laser beam with a high numerical aperture optical system, 18,19 the field distribution of a RPDB inside a microresonator has recently been calculated and experimentally verified. 20,21 In short, the focused field intensity distribution of the RPDB is characterized by the in-plane components E x and E y and the longitudinal component E z of the incident laser beam and can be expressed as…”
mentioning
confidence: 99%
“…The functions L n,m,l characterize the in-plane and longitudinal components of the intracavity field. 20 On the basis of eq 1 and taking the actual optical parameters of the resonator and the microscope objective into account, we can visualize the intensity distribution between the cavity mirrors which is shown in Figure 2 for three representative L values. The in-plane field components have maximum intensity in the cavity center and vanish toward the metal mirrors.…”
mentioning
confidence: 99%