2020
DOI: 10.1364/prj.386954
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Real-time observation of vortex mode switching in a narrow-linewidth mode-locked fiber laser

Abstract: Temporal and spatial resonant modes are always possessed in physical systems with energy oscillation. In ultrafast fiber lasers, enormous progress has been made toward controlling the interactions of many longitudinal modes, which results in temporally mode-locked pulses. Recently, optical vortex beams have been extensively investigated due to their quantized orbital angular momentum, spatially donut-like intensity, and spiral phase front. In this paper, we have demonstrated the first to our knowledge observat… Show more

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Cited by 24 publications
(10 citation statements)
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“…(ω′, k′), (ω 0 , k 0 ) and (ω a , k a ) are the frequency and the wavenumber of diffracted light, incident light and acoustic wave, respectively, as shown in Figure 2B. In fiber acoustooptics, the practical applications based on acoustically induced refractive index modulation depend on different kinds of acoustic vibrations including longitudinal mode [65][66][67]84], torsion mode [113][114][115][116][117] and flexural mode [43,59,71,[107][108][109]112], as depicted in Table 1.…”
Section: Fundamentals Of Classical Aomcsmentioning
confidence: 99%
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“…(ω′, k′), (ω 0 , k 0 ) and (ω a , k a ) are the frequency and the wavenumber of diffracted light, incident light and acoustic wave, respectively, as shown in Figure 2B. In fiber acoustooptics, the practical applications based on acoustically induced refractive index modulation depend on different kinds of acoustic vibrations including longitudinal mode [65][66][67]84], torsion mode [113][114][115][116][117] and flexural mode [43,59,71,[107][108][109]112], as depicted in Table 1.…”
Section: Fundamentals Of Classical Aomcsmentioning
confidence: 99%
“…The lowest FAW mode F 11 mode propagating on the unjacketed silica fibers induces the periodic density change asymmetric with respect to the direction of acoustic vibration, which can be interpreted by the acoustically induced displacement vector (AIDV) ofũ. The AIDV-based microbending on the fiber medium leads to the permittivity modification δ ε composed of the geometric perturbation of δε g and the photon-elastic effect of δε p [50,112]:…”
Section: Fundamentals Of Classical Aomcsmentioning
confidence: 99%
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