Abstract
Corrections are given for errors in the presentation of equations in
J. Opt. Soc. Am.
A 34, 1187
(2017) [CrossRef] .
© 2021 Optical Society of
America
The authors would like to make the following corrections of errors in the
presentation of Eqs. (15),
(16), and (17) of [1]. The correct forms of Eqs. (15), (16), and (17) in [1] are
(15)$${\mu}_{ z}^{ \prime}=
\left({\frac{{1}}{{{{ a}_{ r}}}}} \right)\left[{{{ c}_{ r}}{\mu}_{ x}^{
\prime}- \frac{{{{ n}_{ i}}}}{{{{ n}_{{ i + 1}}}}}\left({{{ c}_{
r}}{{{\mu}}_{ x}}{{- { a}}_{ r}}{{{\mu}}_{ z}}} \right)}
\right],$$
(16)$${\mu}_{ y}^{ \prime}=
\left({\frac{{1}}{{{{ a}_{ r}}}}} \right)\left[{{{ b}_{ r}}{\mu}_{ x}^{
\prime}- \frac{{{{ n}_{ i}}}}{{{{ n}_{{ i + 1}}}}}\left({{{ b}_{
r}}{{\mu}_{ x}}{{- { a}}_{ r}}{{{\mu}}_{ y}}} \right)}
\right],$$
(17)$$\begin{split}&{\mu}{_{ x}^{
\prime 2}}+ 2\left(\frac{{{{ n}_{ i}}}}{{{{ n}_{{ i + 1}}}}}\right)\mu_{
x}^{ \prime}\left[{{{{ a}}_{ r}}\left({{{{ \vec {\textbf n}}}_{\textbf
r}}{{{ .\vec {\textbf L}}}_{\rm i}}} \right){{{ -\mu}}_{ x}}}
\right]+{\left({\frac{{{{ n}_{ i}}}}{{{{ n}_{{ i + 1}}}}}}
\right)^{2}}\\&\quad \times\left[{{{- {2\mu}}_{ x}}{{{ a}}_{
r}}\left({{{ \vec{\textbf{n}}}_{\textbf{r}}}{{
.\vec{\textbf{L}}}_{\textbf{i}}}} \right){{{ +\mu}}_{ x}}^{2}} \right]+
\left[{{{\left({\frac{{{{ n}_{ i}}}}{{{{ n}_{{ i + 1}}}}}} \right)}^{2}}-
{1}} \right]{ a}_{ r}^{2}= {0}\end{split}.$$
The correct expressions were used in the simulation tool, and these errors in
the presentation do not affect the numerical results obtained in the
paper.
Acknowledgment
The authors appreciate Min Li, Yueheng Li, Ping Huang and Meiyan Ju from
College of Computer and Information, Hohai University, Nanjing, Jiangsu
211100, People’s Republic of China, who spent time and effort to highlight
the error in the presentation of the equations in our paper.
REFERENCE
1. Z. Vali, A. Gholami, Z. Ghassemlooy, D. G. Michelson, M. Omoomi, and H. Noori, “Modeling turbulence in
underwater wireless optical communications based on Monte Carlo
simulation,” J. Opt. Soc. Am. A 34, 1187–1193
(2017). [CrossRef]
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Equations (3)
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(15)
(16)
(17)
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