Efficient simulation of intensity profile of light through subpixel-matched lenticular lens array for two- and four-view autostereoscopic liquid-crystal display: erratum

Yia-Chung Chang; Li-Chuan Tang; Chun-Yi Yin

doi:10.1364/AO.53.005640

Abstract

In our published paper [Appl. Opt. 52, A356 (2013) [CrossRef] ], a misprint occurred in a certain equation. The corrected equation is provided.

In our published paper [1], the misprinted Eq. (3),

\cos (θ + φ) = [1 / (1 + \tan^{2} φ)] [- \tan φ (x + d \tan φ) / R + \sqrt{1 / (1 + \tan^{2} φ - {[(x + d \tan φ) / R]}^{2}}],

should be replaced by

\cos (θ + φ) = [1 / (1 + \tan^{2} φ)] [- \tan φ (x + d \tan φ) / R + \sqrt{1 + \tan^{2} φ - {[(x + d \tan φ) / R]}^{2}}] .

Reference

1. Y.-C. Chang, L.-C. Tang, and C.-Y. Yin, “Efficient simulation of intensity profile of light through subpixel-matched lenticular lens array for two- and four-view autostereoscopic liquid-crystal display,” Appl. Opt. 52, A356–A359 (2013). [CrossRef]

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Equations (2)

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\cos (θ + φ) = [1 / (1 + \tan^{2} φ)] [- \tan φ (x + d \tan φ) / R + \sqrt{1 / (1 + \tan^{2} φ - {[(x + d \tan φ) / R]}^{2}}],

\cos (θ + φ) = [1 / (1 + \tan^{2} φ)] [- \tan φ (x + d \tan φ) / R + \sqrt{1 + \tan^{2} φ - {[(x + d \tan φ) / R]}^{2}}] .

Abstract

Reference

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Equations (2)

Applied Optics