Optical Fiber Sensors 1988
DOI: 10.1364/ofs.1988.fbb7
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Evaluation of Polarization Maintaining Fiber Resonator for Rotation Sensing Applications

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Cited by 12 publications
(8 citation statements)
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“…A PMF resonator with 0°polarization-axis splices will support two orthogonal ESOPs even if the input lightwave is linearly polarized along one of the polarization axes of the fiber because of the misalignment of polarization-axis rotated splicing and the polarization crosstalk at the coupler [12]. While the unwanted ESOP can be sufficiently suppressed if an in-line polarizer whose orientation corresponds to the input lightwave is inserted into the resonator, and so is the polarization-fluctuation-induced drift.…”
Section: Principlementioning
confidence: 99%
“…A PMF resonator with 0°polarization-axis splices will support two orthogonal ESOPs even if the input lightwave is linearly polarized along one of the polarization axes of the fiber because of the misalignment of polarization-axis rotated splicing and the polarization crosstalk at the coupler [12]. While the unwanted ESOP can be sufficiently suppressed if an in-line polarizer whose orientation corresponds to the input lightwave is inserted into the resonator, and so is the polarization-fluctuation-induced drift.…”
Section: Principlementioning
confidence: 99%
“…This can be done using all polarization maintaining fiber ring resonators [11], but since the birefringence is subject to change with the temperature, a small crosstalk between the ESOP's results in non-negligible interferometric noise [12], [13]. Several papers proposed to suppress one ESOP using either polarizing fibers [14] or an anisotropic coupler [9], but the ESOP's orthogonality is removed and their differential round-trip loss must be at least of 10 dB [9].…”
Section: Linearly Birefringent Fiber Ring Resonatorsmentioning
confidence: 99%
“…This SOP does not change its SOP shape when it takes one round trip in the resonator, which is the condition required to make the resonance [38]. The resonance point of the two ESOPs can cross each other, due to the temperature change, which makes quite a large gyro drift [42]. Two ESOPs are the eigen vectors of the transfer matrix of the polarization in the resonator, so the two ESOPs are orthogonal each other.…”
Section: Noise Factorsmentioning
confidence: 99%