2005
DOI: 10.1016/j.sna.2005.04.007
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Using a cat's eye cavity to improve displacement self-sensing laser

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Cited by 11 publications
(8 citation statements)
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“…(1) Laser nanometer ruler [2] (2) Displacement sensor based on the feedback of HeNe dual frequency lasers [3] (3) Compact displacement sensor based on the birefringent external cavity feedback of microchip Nd:YAG lasers [4, 5] (4) Waveplate phase retardation measurement instrument based on frequency splitting [6,7] (5) Waveplate phase retardation measurement instrument based on optical feedback [8] (6) Quasi-common-path Nd:YAG laser feedback interferometer [9] (7) Nd:YAG laser feedback confocal frofilometry…”
Section: Laser Feedback Associate With External Cavity Tuningmentioning
confidence: 99%
“…(1) Laser nanometer ruler [2] (2) Displacement sensor based on the feedback of HeNe dual frequency lasers [3] (3) Compact displacement sensor based on the birefringent external cavity feedback of microchip Nd:YAG lasers [4, 5] (4) Waveplate phase retardation measurement instrument based on frequency splitting [6,7] (5) Waveplate phase retardation measurement instrument based on optical feedback [8] (6) Quasi-common-path Nd:YAG laser feedback interferometer [9] (7) Nd:YAG laser feedback confocal frofilometry…”
Section: Laser Feedback Associate With External Cavity Tuningmentioning
confidence: 99%
“…But the attempt that a laser itself is a sensor used to measure displacement did not succeed. Zhang and his colleagues [5] created such a laser nanometer displacement ruler, also called a displacement self-sensing laser, using a 120-mm-long HeNe laser with a plate of quartz crystal in the cavity.…”
Section: Laser Nanometer Rulermentioning
confidence: 99%
“…In recent years, we have utilized the CER, which has a better property of retro-direction reflection than traditional reflection mirrors, to form He-Ne laser resonators and realized major improvement in laser stability [9,10]. The CER we used is composed of a convex lens and a concave mirror, as shown in figure 3, while the focal length of the convex lens f is designed to be equal to the radius of curvature of the concave mirror r, as well as the distance between the convex lens and concave mirror l. During our research, we find that the CER has a strong influence on laser transverse modes output [11].…”
Section: The Apparatusmentioning
confidence: 99%