Laser & Optoelectronics Progress, Volume. 59, Issue 21, 2126001(2022)
Interference of Two Gaussian Beam with Arbitrary Polarization Based on Fiber Mach-Zehnder Interferometer
Fig. 3. Interference of linearly polarized Gaussian beams in the same direction. (a) Distribution of light intensity in y direction (x=0); (b) two-dimensional distribution of light intensity in xy direction
Fig. 4. Light intensity distribution of interference of two linearly polarized Gaussian beams (α-β=
Fig. 5. Light intensity distribution of interference of two linearly polarized Gaussian beams (α-β=
Fig. 6. Two elliptically polarized Gaussian beams with same major axis, minor axis, and ellipse orientation angle, and opposite rotation direction. (a) Distribution of light intensity in y direction (x=0); (b) two-dimensional distribution of light intensity in xy direction
Fig. 7. Two elliptically polarized Gaussian beams with different major axis, minor axis, and ellipse orientation angle. (a) Distribution of light intensity in y direction (x=0) with same rotation direction; (b) two-dimensional distribution of light intensity in xy direction with same rotation direction ; (c) distribution of light intensity in y direction (x=0) with opposite rotation direction; (d) two-dimensional distribution of light intensity in xy direction with opposite rotation direction
Fig. 9. Interferometry fringe. (a) Interference results of Gaussian beams of same polarization state; (b) interference results of Gaussian beams of orthogonal polarization states; (c) interference results of two elliptically polarized Gaussian beams
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Yufeng Shang, Qinxian Shi, Yisu Yang, Yongqing Huang, Yong Zhang. Interference of Two Gaussian Beam with Arbitrary Polarization Based on Fiber Mach-Zehnder Interferometer[J]. Laser & Optoelectronics Progress, 2022, 59(21): 2126001
Category: Physical Optics
Received: Jun. 6, 2022
Accepted: Aug. 15, 2022
Published Online: Oct. 31, 2022
The Author Email: Yufeng Shang (yfshang@bupt.edu.cn), Qinxian Shi (shiqinxian@bipt.edu.cn)