2018
DOI: 10.1364/oe.26.027472
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Mean irradiance profile of a Gaussian beam under random jitter

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Cited by 11 publications
(4 citation statements)
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“…To know the received power, it is necessary to determine the radius of the Gaussian beam on reaching the receiver, which has been calculated according to the procedure described in, 31,32 taking into account the pointing error intrinsic to any real satellite system. With the results, an exhaustive study has been made of the characteristic parameters that characterise the system, such as the wavelength, the pointing error and the aperture diameters of both Alice and Bob.…”
Section: Transmission Lossesmentioning
confidence: 99%
“…To know the received power, it is necessary to determine the radius of the Gaussian beam on reaching the receiver, which has been calculated according to the procedure described in, 31,32 taking into account the pointing error intrinsic to any real satellite system. With the results, an exhaustive study has been made of the characteristic parameters that characterise the system, such as the wavelength, the pointing error and the aperture diameters of both Alice and Bob.…”
Section: Transmission Lossesmentioning
confidence: 99%
“…Additionally, we must consider that in this case the attacker must use a larger aperture for the optical system to distinguish the states, since the long-term beam irradiance distribution at the aperture is broadened by atmospheric turbulence and pointing errors. We can model the long-term irradiance profile of a gaussian beam that has been propagated through atmospheric turbulence according to [52]. Assuming small pointing errors, we can approximate the results to those of [53].…”
Section: B Realistic Channel and Pointing Error Modellingmentioning
confidence: 99%
“…In [6], the authors take the effects of atmospheric transmissions and the far-field spot area of the laser system into consideration, simulating the effectiveness of a 10,000-watt high-energy laser system by calculating the atmospheric transmittance [7,8], the quality of the laser beam after being affected by atmospheric turbulence [9][10][11][12][13][14][15], the spot area of the target in the far field, the power density of the target in the far field [16][17][18][19][20], and the cumulative energy density [21,22], which gives the optimal intercept radius and the damage probability of the 10,000-watt highenergy laser system in different atmospheric environments. In [23], the authors proposed a systematic averaging method from the physical mechanism of the formation of the long-period averaged power intensity distribution, modelling the long-period averaged power intensity distribution under the effect of tracking and aiming errors and beam drift. According to the different characteristics of the capture link and the tracking link, they deduced the closed expression of the long-period averaged power intensity distribution under tracking and aiming errors [24][25][26].…”
Section: Introductionmentioning
confidence: 99%
“…The authors do not combine specific target characteristics to analyse the damage probability in detail in [29,30]; although the authors combine target characteristics, the model granularity is large and the results are not accurate enough in [5,6]. In [23], the authors determine the average spot intensity distribution under the effect of turbulence and tracking and aiming errors, but they do not provide the form of the probability distribution of spot intensity, which is not conducive to the subsequent modelling of the damage probability. In other references, the authors analysed the atmospheric transmission effect of lasers, as well as the description of the tracking and aiming errors and laser-target interactions, but did not systematically discuss the damage probability for a specific target.…”
Section: Introductionmentioning
confidence: 99%