Scaling laws for the noise-equivalent angle and C-tilt, G-tilt anisoplanatism due to scintillation: errata

We correct two errors in [Appl. Opt.64, E11 (2025)APOPAI0003-693510.1364/AO.553861] that do not alter the overall conclusions of the paper. The first error involves an erroneous factor of 1/2 in the log-amplitude covariance used to compute the noise-equivalent angle (NEA) due to scintillation and the root-mean-squared error (RMSE) between the centroid tilt (C-tilt) and gradient tilt (G-tilt). The second error is a missing normalization factor in the log-amplitude covariance for a spherical wave [see Eq. (20)]. In addition, we clarify an underlying assumption in our C-tilt definition. This last point is not an error, but is important when comparing the analytic solutions with the wave-optics simulation results and the formulated scaling laws. Despite these corrections, the scaling laws presented in the original work remain valid and continue to provide a good estimate of the NEA due to scintillation and the C-tilt, G-tilt RMSE.

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Publication Details

Journal
Applied Optics
Published
2025-05-04
DOI
https://doi.org/10.1364/ao.565482
Citations
2
Primary Topic
Atomic and Subatomic Physics Research
Type
article
Field-Weighted Citation Impact
2.49
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article

Scaling laws for the noise-equivalent angle and C-tilt, G-tilt anisoplanatism due to scintillation: errata

Derek J. Burrell, Milo W. Hyde, Eric W. Mitchell, Mark F. Spencer et al.
2 citations
Applied Optics
Atomic and Subatomic Physics Research
2.49
article

Scaling laws for the noise-equivalent angle and C-tilt, G-tilt anisoplanatism due to scintillation: errata

Derek J. Burrell, Milo W. Hyde, Eric W. Mitchell, Mark F. Spencer, Ronald G. Driggers
article en
2 citations

Abstract

We correct two errors in [Appl. Opt.64, E11 (2025)APOPAI0003-693510.1364/AO.553861] that do not alter the overall conclusions of the paper. The first error involves an erroneous factor of 1/2 in the log-amplitude covariance used to compute the noise-equivalent angle (NEA) due to scintillation and the root-mean-squared error (RMSE) between the centroid tilt (C-tilt) and gradient tilt (G-tilt). The second error is a missing normalization factor in the log-amplitude covariance for a spherical wave [see Eq. (20)]. In addition, we clarify an underlying assumption in our C-tilt definition. This last point is not an error, but is important when comparing the analytic solutions with the wave-optics simulation results and the formulated scaling laws. Despite these corrections, the scaling laws presented in the original work remain valid and continue to provide a good estimate of the NEA due to scintillation and the C-tilt, G-tilt RMSE.

Applied OpticsVol. 64(16)
Ben-Gurion University of the Negev (IL), University of Arizona (US)
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Openalex Percentile: Top 12%
Atomic and Subatomic Physics Research
2.49
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