1993
DOI: 10.1364/ao.32.003249
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Inversion of lidar signals with the slope method

Abstract: In homogeneous atmospheres, backscatter and extinction coefficients are commonly determined by the inversion of lidar signals by using the slope method, i.e., from a linear least-squares fit to the logarithm on the range-compensated lidar return. We investigate the accuracy of this method. A quantitative analysis is presented of the influence of white noise and atmospheric extinction on the accuracy of the slope method and on the maximum range of lidar systems. To meet this objective, we simulate lidar signals… Show more

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Cited by 95 publications
(51 citation statements)
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“…The overlap function is estimated using the procedure explained by Pelon et al (2008). We performed horizontal observations for clear (low optical depth) conditions and the overlap function is derived using the slope method (Kunz and de Leeuw, 1993) function is complete (100%) at 2 km. The correction remains large (20% of overlap) up to 600 m and the error is about 10% above 600 m while it is up to 50% close to the ground.…”
Section: Instrumentation and Methodologymentioning
confidence: 99%
“…The overlap function is estimated using the procedure explained by Pelon et al (2008). We performed horizontal observations for clear (low optical depth) conditions and the overlap function is derived using the slope method (Kunz and de Leeuw, 1993) function is complete (100%) at 2 km. The correction remains large (20% of overlap) up to 600 m and the error is about 10% above 600 m while it is up to 50% close to the ground.…”
Section: Instrumentation and Methodologymentioning
confidence: 99%
“…Anderson et al, 2000), by Raman lidar systems (e.g. Pappalardo et al, 2002) or from a horizontal lidar measurement assuming horizontal stratification (Kunz and de Leeuw, 1993). However, the choice of a fixed LR is to some extent arbitrary and can lead to significant errors in the lidar retrievals (e.g.…”
Section: Lidarmentioning
confidence: 99%
“…Other applications of the slope method in inhomogeneous atmospheres encompass boundary calibration of Klett's method 3,5 and the so-called slice method of inversion, which is merely an extremely close variant of the slope method but applied to successive range intervals. 6 As originally reported by Kunz and Leeuw,7 although the simplicity and straightforwardness of the slope method is advantageous, its biased estimation for low SNR's, caused by samples of the return signal approaching the noise floor ͓n͑R͒ Ϸ ϪP͑R͒ in Eq. ͑2͔͒, emerges as the main drawback of the algorithm.…”
Section: P͑r͒mentioning
confidence: 95%