Topic
Equilibrium mode distribution
About: Equilibrium mode distribution is a research topic. Over the lifetime, 928 publications have been published within this topic receiving 14939 citations.
Papers published on a yearly basis
Papers
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TL;DR: In this article, the authors observed fiber fuse propagation in the LP11 mode in few-mode fiber by selective propagation mode launching via a PLC-based mode multiplexer.
Abstract: We observe fiber fuse propagation in the LP11 mode in few-mode fiber by selective propagation mode launching via a PLC-based mode multiplexer. We focus on two fiber fuse propagation parameters, namely, the propagation power threshold ${\rm P_{th}}$ , and the diameter of the melted area ${\rm D_{melted}}$ . We confirm experimentally that ${\rm P_{th}}$ in the LP11 mode was higher than that in the LP01 mode. ${\rm P_{th}}$ of the LP01 and LP11 modes increases linearly with the Gaussian beam width, which is similar to the dependence of the mode field diameter of ${\rm P_{th}}$ in the LP01 mode. We also find a specific relationship between the power density and ${\rm D_{melted}}$ normalized by the Gaussian beam width regardless of input mode conditions and fiber type. Therefore, we believe that we can utilize the Gaussian beam width of the near field pattern of the LP 01 and LP11 modes for predicting the characteristics of fiber fuse propagation in both modes.
3 citations
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05 Nov 2008
TL;DR: In this article, the authors describe an experimental and theoretical study of the lowest-order transverse-electric (TE1) mode of the parallel-plate waveguide for the propagation of broadband THz pulses and demonstrate undistorted THz pulse propagation via the TE1 mode.
Abstract: We describe an experimental and theoretical study of the lowest-order transverse-electric (TE1) mode of the parallel-plate waveguide for the propagation of broadband THz pulses, and demonstrate undistorted THz pulse propagation via the TE1 mode. This demonstration overcomes two fundamental problems associated with the low-frequency cutoff of this mode, the group velocity dispersion and the spectral filtering, which have prevented the use of this mode for THz wave guiding in the past. We also observe a remarkable counter-intuitive property of the TE1 mode: its attenuation decreases with increasing frequency. This phenomenon has not been observed with any other THz waveguide to date, and can enable extremely low-loss propagation. In addition, we find that it is possible to achieve almost 100% coupling to the TE1 mode from an input Gaussian beam. These results favor the use of the TE1 mode for the efficient guiding of THz pulses.
3 citations
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TL;DR: In this article, the authors present a physical model that may describe the observed phenomenon of modal instability in high power fiber amplifier, and implement a numerical model that quantitatively predicts the instability threshold for any large-mode-area step index fiber amplifier.
Abstract: We present a physical model that may describe the observed phenomenon of modal instability in high power fiber
amplifiers. In the power range of several hundred watts, large-mode-area, cladding-pumped, Yb 3+ -doped fiber
amplifiers (both step-index and photonic crystal fibers), exhibit a sudden transition in the output beam profile
from the fundamental mode to a higher order mode. We show how this behavior can be caused by a thermally
induced mode coupling that leads to exponential gain of the higher order mode, and we implement a numerical
model that quantitatively predicts the instability threshold for any large-mode-area step index fiber amplifier.
3 citations
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TL;DR: In this article, the authors investigated the state of mode coupling in a multimode step-index silica photonic crystal fiber (SI SPCF) with a solid core by solving the time-independent power flow equation.
3 citations
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TL;DR: In this paper, an easy-handle S-shaped mode-filter/mixer is investigated by far-field pattern and attenuation measurements, and it is proved that the S-Filter/Mixer is superior to the so called 70% excitation and is usable for estimating mode coupling and intrinsic fiber loss.
3 citations