1981
DOI: 10.1364/ao.20.003653
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Semianalytic Monte Carlo radiative transfer model for oceanographic lidar systems

Abstract: A semianalytic Monte Carlo radiative transfer model (SALMON) has been developed which is particularly well-suited for addressing oceanographic lidar systems. SALMON is based on the method of expected values in which an analytical estimate is made of the probability of collection by a remote receiver of scattered or emitted photons at appropriate points in the stochastically constructed underwater photon trajectory. Sample results indicate that a substantial reduction in both variance and computer resources can… Show more

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Cited by 100 publications
(44 citation statements)
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“…8,27,28,42,43 Using this method, a portion of scattered intensity is collected after a photon reaches each new position within the medium. This "partial photon" intensity I partial is calculated by multiplying the probability that the photon is scattered in the direction of the surface Fðθ s ; 0Þ by the probability that it will reach surface according to the Beer-Lambert law e −ðμ s þμ a Þz :…”
Section: Semi-analytical Approachmentioning
confidence: 99%
“…8,27,28,42,43 Using this method, a portion of scattered intensity is collected after a photon reaches each new position within the medium. This "partial photon" intensity I partial is calculated by multiplying the probability that the photon is scattered in the direction of the surface Fðθ s ; 0Þ by the probability that it will reach surface according to the Beer-Lambert law e −ðμ s þμ a Þz :…”
Section: Semi-analytical Approachmentioning
confidence: 99%
“…(2) and (3) may become more complicated due to the possible presence of a multiple-scattered component. However, simulations run on using a semi-analytical Monte Carlo treatment as described by Poole et al 9 showed us that, under our experimental conditions, this contribution was limited because of both the small numerical aperture of the detection system and the relatively low scattering coefficients (c < 1 m -1 ). Figure 1 describes the experimental set-up used in the past within our laboratory.…”
Section: B(t)= W(t)* E(t)mentioning
confidence: 85%
“…A major enhancement would be the inclusion of variance reduction techniques to relax the computational expense of the presented simulations, especially statistical estimation [16][17][18][36][37][38] . This would reduce variance and make the described simulations more applicable to problems studied, for example, in backscattered energy density by Megaloudis et al 39 .…”
Section: Discussionmentioning
confidence: 99%