2016
DOI: 10.1364/oe.24.013134
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Level-crossing and modal structure in microdroplet resonators

Abstract: We fabricate a liquid-core liquid-clad microcavity that is coupled to a standard tapered fiber, and then experimentally map the whispering-gallery modes of this droplet resonator. The shape of our resonator is similar to a thin prolate spheroid, which makes space for many high-order transverse modes, suggesting that some of them will share the same resonance frequency. Indeed, we experimentally observe that more than half of the droplet's modes have a sibling having the same frequency (to within linewidth) and… Show more

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Cited by 13 publications
(10 citation statements)
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“…The origin of abnormal photoelastic behavior of the bidisperse resonator can be manifold and related to both the material properties of the mixture and the WGM light localization physics. Nanodomain inhomogeneities can lead to modal crossing induced by the excitation of transverse modes of different polar mode order m into the polystyrene spheroid 33 and cross-polarization coupling effects, 34 in addition to the modal splitting. The application of strain into the spheroid can amplify such type of interaction, resulting in anomalous modal birefringence, which, in turn, is erroneously manifested as abnormal material birefringence and photoelastic behavior.…”
Section: Resultsmentioning
confidence: 99%
“…The origin of abnormal photoelastic behavior of the bidisperse resonator can be manifold and related to both the material properties of the mixture and the WGM light localization physics. Nanodomain inhomogeneities can lead to modal crossing induced by the excitation of transverse modes of different polar mode order m into the polystyrene spheroid 33 and cross-polarization coupling effects, 34 in addition to the modal splitting. The application of strain into the spheroid can amplify such type of interaction, resulting in anomalous modal birefringence, which, in turn, is erroneously manifested as abnormal material birefringence and photoelastic behavior.…”
Section: Resultsmentioning
confidence: 99%
“…Finally, it is worth noting that the ring-shaped lattice pattern shown in Fig. 2 b is similar to the stationary interference pattern of the composite WGMs that have different wavelengths but share the same resonance frequency 41 43 .…”
Section: Resultsmentioning
confidence: 62%
“…The free spectral range (FSR) measured in the graphs is in good agreement with the theoretically expected values based on the FSR formula and the corresponding resonant wavelength [ 1 ]. In such a light coupling scheme WGMs with |m| ≠ l will be delocalized from the azimuthal circumference of the BaTiO 3 microsphere defined by the excitation plane of the SOFT [ 28 ], possibly allowing modal crossing between modes of high difference between m and l modal order, facilitated by the microsphere wedging perturbation and eccentricity of the microsphere.…”
Section: Resultsmentioning
confidence: 99%