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公开(公告)号:US09647771B2
公开(公告)日:2017-05-09
申请号:US15083563
申请日:2016-03-29
CPC分类号: H04B10/80 , H01S3/0078 , H01S3/2391 , H04B10/503
摘要: Systems and methods for wavelength optimization for underwater optical communication can include a plurality of n lasers having different wavelengths λi for i=1 to n, a beam splitter and a corner retro-reflector. The plurality of n lasers can simultaneously illuminate the beam splitter along a coincident axis. The plurality of n lasers can be selectively blocked so that only one laser wavelength λi at a time impinges on the beam splitter. A portion passes through the beam splitter to establish a reference signal, while the remainder is reflected off the corner retro-reflector. A portion of return illumination passes through the beam splitter to establish a return signal. The process can be repeated for each of n lasers for i=1 to n. The λi wavelength where the normalized signal-to-noise differential between the reference signal and return signal is the minimum can be the optimum communication wavelength.
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公开(公告)号:US20170093502A1
公开(公告)日:2017-03-30
申请号:US15083563
申请日:2016-03-29
CPC分类号: H04B10/80 , H01S3/0078 , H01S3/2391 , H04B10/503
摘要: Systems and methods for wavelength optimization for underwater optical communication can include a plurality of n lasers having different wavelengths λi for i=1 to n, a beam splitter and a corner retro-reflector. The plurality of n lasers can simultaneously illuminate the beam splitter along a coincident axis. The plurality of n lasers can be selectively blocked so that only one laser wavelength λi at a time impinges on the beam splitter. A portion passes through the beam splitter to establish a reference signal, while the remainder is reflected off the corner retro-reflector. A portion of return illumination passes through the beam splitter to establish a return signal. The process can be repeated for each of n lasers for i=1 to n. The λi wavelength where the normalized signal-to-noise differential between the reference signal and return signal is the minimum can be the optimum communication wavelength.
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