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Updated: Mar 16, 2026

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Automation of Mode Locking in a Nonlinear Polarization Rotation Fiber Laser through Output Polarization Measurements
Published on: February 28, 2016
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Correction technology of a polarization lidar with a complex optical system
Summary
Complex optical systems in polarization lidars introduce errors in depolarization estimates. This study introduces a Mueller matrix-based correction algorithm to accurately remove these systematic polarization effects from lidar measurements.
Area of Science:
- Atmospheric Optics
- Remote Sensing Technology
- Polarization Metrology
Background:
- Polarization lidars are susceptible to systematic errors in depolarization estimates due to complex optical systems.
- Retardation, depolarization, and misalignment within the lidar system interact, preventing traditional calibration methods.
- These effects significantly impact the accuracy of polarization lidar measurements.
Purpose of the Study:
- To develop and validate a novel correction method for systematic polarization biases in lidar data.
- To derive an accurate expression for the aerosol depolarization parameter accounting for system polarization effects.
- To improve the reliability and accuracy of polarization lidar measurements.
Main Methods:
- Detailed analysis of polarization effects from emitter to receiver.
- Calculation of Mueller matrices for the optical system components.
- Derivation of an aerosol depolarization parameter expression including system effects.
- Development and application of a Mueller matrix-based correction algorithm.
- Experimental measurement of optical component polarization characteristics using an ellipsometer.
Main Results:
- A correction algorithm based on Mueller matrices was developed and implemented.
- The Mueller matrix of the lidar receiver was calculated.
- Application of the correction algorithm to field data demonstrated significant removal of systematic polarization effects.
- The derived expression accurately accounts for system polarization impacts on depolarization parameters.
Conclusions:
- The developed Mueller matrix-based correction method effectively removes systematic polarization biases in lidar measurements.
- This approach enhances the accuracy of aerosol depolarization estimations.
- The findings are crucial for reliable atmospheric research using polarization lidar technology.

