2009
DOI: 10.1080/15421400903060896
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Simulation of the Optical Transmittance of IPS LC-Cell on Temperature Variation

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Cited by 3 publications
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“…After obtaining the order parameter S t = 〈 P 2 ( cosθ )〉, the optical anisotropy Δ n t affected by temperature can be calculated as follows 22 : normalΔnt=StS0×normalΔn0, where Δ n 0 and S 0 represent the optical anisotropy and the order parameter at room temperature (25°C), respectively.…”
Section: Temperature‐dependent Optical Performance Analysis Of a Dual‐layer Lcdmentioning
confidence: 99%
“…After obtaining the order parameter S t = 〈 P 2 ( cosθ )〉, the optical anisotropy Δ n t affected by temperature can be calculated as follows 22 : normalΔnt=StS0×normalΔn0, where Δ n 0 and S 0 represent the optical anisotropy and the order parameter at room temperature (25°C), respectively.…”
Section: Temperature‐dependent Optical Performance Analysis Of a Dual‐layer Lcdmentioning
confidence: 99%