2011
DOI: 10.1109/jlt.2011.2167128
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A New Triangulation-Like Technique for the Evaluation of the Refractive Index Structure Constant $(C_{n}^{2})$ in Free-Space Optical Links

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Cited by 14 publications
(8 citation statements)
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“…In the original [14] experiment, we tracked the optical beam using a plane containing three photodetectors in order to calculate the hotspot position and a fourth photodetector, in the center, to measure the central power of the optical beam P c ( ) and to help in the system alignment. At that time [14], in order to test if the device could track the hotspot, it was decided to shift the plane to perform the relative displacement of the beam. With the screen 21 cm away from the source, it was found that the device could track the hotspot and consequently was able to evaluate the atmospheric turbulence.…”
Section: The Optical Triangulation Methodsmentioning
confidence: 99%
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“…In the original [14] experiment, we tracked the optical beam using a plane containing three photodetectors in order to calculate the hotspot position and a fourth photodetector, in the center, to measure the central power of the optical beam P c ( ) and to help in the system alignment. At that time [14], in order to test if the device could track the hotspot, it was decided to shift the plane to perform the relative displacement of the beam. With the screen 21 cm away from the source, it was found that the device could track the hotspot and consequently was able to evaluate the atmospheric turbulence.…”
Section: The Optical Triangulation Methodsmentioning
confidence: 99%
“…In 2009, Silva et al published an article [14] describing a device that measures the beam wander effect by tracking the beam at a distance of 21 cm between the transmitter and the receiver. Later, in 2016, further workbench experiments were done and it has been proved, by using a set of lenses, that the device can also measure the beam spread effect [15].…”
Section: Measurements Of Indoor/outdoor Atmospheric Turbulence Throug...mentioning
confidence: 99%
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“…Assim, resolvendo o sistema de equações com as distâncias ri, onde r i = √(x i − x 0 ) 2 + (y i − y 0 ) 2 , pode-se calcular a posição (x0,y0), que é o centro da projeção do feixe gaussiano [7]:…”
Section: Evapotranspiraçãounclassified
“…Nesse caso, são observadas variações aleatórias na posição do feixe óptico no receptor. Assim, rastreando o feixe por meio da Técnica de Triangulação de Potências Ópticas consegue-se inferir e quantificar a turbulência atmosférica [6][7][8][9].…”
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