2013
DOI: 10.1364/oe.21.025670
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Investigation of spherical aberration effects on coherent lidar performance

Abstract: Abstract:In this paper we demonstrate experimentally the performance of a monostatic coherent lidar system under the influence of phase aberrations, especially the typically predominant spherical aberration (SA). The performance is evaluated by probing the spatial weighting function of the lidar system with different telescope configurations using a hard target. It is experimentally and numerically proven that the SA has a significant impact on lidar antenna efficiency and optimal beam truncation ratio. Furthe… Show more

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Cited by 12 publications
(9 citation statements)
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“…To achieve optimal spatial overlap between the transmit beam and the BPFM, a monostatic lidar geometry is Equation ( 6) has a similar form as the CDL signal-to-noise ratio [18]. Therefore, some important aspects about CDL systems can be adopted for the sFPI-DDL: good optical alignment of the transmit beam and the BPFM is necessary in order to maximize the return signal; analysis of the optimal truncation ratio of a monostatic sFPI-DDL is the same as that of the monostatic CDL [15,16]; optical aberrations in sFPI-DDL should be minimized in order to prevent significant broadening of the spatial confinement [11,29].…”
Section: Experiments and Resultsmentioning
confidence: 99%
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“…To achieve optimal spatial overlap between the transmit beam and the BPFM, a monostatic lidar geometry is Equation ( 6) has a similar form as the CDL signal-to-noise ratio [18]. Therefore, some important aspects about CDL systems can be adopted for the sFPI-DDL: good optical alignment of the transmit beam and the BPFM is necessary in order to maximize the return signal; analysis of the optimal truncation ratio of a monostatic sFPI-DDL is the same as that of the monostatic CDL [15,16]; optical aberrations in sFPI-DDL should be minimized in order to prevent significant broadening of the spatial confinement [11,29].…”
Section: Experiments and Resultsmentioning
confidence: 99%
“…It is assumed that both transmit and receive beams have Gaussian profiles and are focused by a 50 mm aperture lens without aberration. The normalized targetplane irradiances in Equation ( 6) are calculated numerically by following the approach implemented in [29]. The half width at half maximum Γ of the weighting function is obtained by fitting the result with a Lorentzian function…”
Section: Theorymentioning
confidence: 99%
“…In a monostatic Doppler lidar with matched LO and transmit beams, "focusing of the beam gives rise to a spatial sensitivity along the beam direction that depends on the inverse of beam area; it follows that the sensitivity rises to a peak at the beam waist and falls symmetrically on either side" [20]. The sensitivity function Q used by Banakh, Smalikho et al [44] is an exact Lorentzian, and (once we make the necessary adjustments in notation) it is the same Lorentzian used by Sonnenschein and Horrigan [2], Frehlich and Kavaya [23], Qi Hu et al [45], and others. We contrasted this with Lindelöw's description of "collection efficiency", which departs from the "1/area" rule.…”
Section: Discussionmentioning
confidence: 99%
“…We used the median absolute deviation, MAD (Huber and Ronchetti, 2009;Leys et al, 2013), to distinguish outliers in the bivariate distribution of estimated f and D. MAD can be calculated using…”
Section: Outlier Removalmentioning
confidence: 99%