Modeling of ultraviolet scattering propagation and its applicability analysis: erratum

Abstract

This erratum provides corrections to Fig. 1, Eqs. (1b) and (6b), and Case (e) of Opt. Lett. 44, 4953 (2019) [CrossRef] .

In the second page of [1], Fig. 1 should be corrected as Fig. 1 here.

In the second page of [1], Eq. (1b) should be corrected as

{F} = \frac{E_{t} k_{s} A_{r} p (\cos θ_{s}) \cos γ \exp [- k_{e} (r_{1} + r_{2})] \cos ϕ}{Ω_{t} r_{1}^{2}} .

In the third page of [1], Eq. (6b) should be corrected as

G = \cos^{2} (β_{T} / 2) - \cos^{2} ϕ \cos^{2} (θ_{T} + θ) .

In Case (e),

θ \in (θ_{R} - β_{R} / 2, π - θ_{T} + β_{R} / 2)

should be corrected as

θ \in (θ_{R} - β_{R} / 2, π - θ_{T} + β_{T} / 2)

.

Fig. 1. Single scattering model in coplanar geometry.

1. Z. Shen, J. Ma, T. Shan, and T. Wu, Opt. Lett. 44, 4953 (2019). [CrossRef]

OSA participates in Crossref's Cited-By Linking service. Citing articles from OSA journals and other participating publishers are listed here.

Fig. 1. Single scattering model in coplanar geometry.

Equations on this page are rendered with MathJax. Learn more.

{F} = \frac{E_{t} k_{s} A_{r} p (\cos θ_{s}) \cos γ \exp [- k_{e} (r_{1} + r_{2})] \cos ϕ}{Ω_{t} r_{1}^{2}} .

G = \cos^{2} (β_{T} / 2) - \cos^{2} ϕ \cos^{2} (θ_{T} + θ) .