Antireflective stack for low luminance conditions
First Claim
Patent Images
1. An ophthalmic lens comprising an anti-reflective stack designed for scotopic or mesopic conditions, wherein:
- the anti-reflective stack design method uses the spectral luminous efficiency function V′
(λ
) as defined in CIE 1951 and an average spectral luminous efficiency function Vα
,β
(λ
)=α
V(λ
)+β
V′
(λ
), with β
>
0, V(λ
) is in CIE 1931 and V′
(λ
) is in CIE 1951; and
the anti-reflective stack has a mean light reflection RVα
,β
value that is calculated according to;
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Abstract
Ophthalmic lens comprising an anti-reflective stack designed for scotopic or mesopic conditions, wherein the anti-reflective stack design method uses the scotopic luminosity function CIE 1951 (defined by the Commission Internationale de I'"'"'Eclairage).
10 Citations
15 Claims
-
1. An ophthalmic lens comprising an anti-reflective stack designed for scotopic or mesopic conditions, wherein:
-
the anti-reflective stack design method uses the spectral luminous efficiency function V′
(λ
) as defined in CIE 1951 and an average spectral luminous efficiency function Vα
,β
(λ
)=α
V(λ
)+β
V′
(λ
), with β
>
0, V(λ
) is in CIE 1931 and V′
(λ
) is in CIE 1951; andthe anti-reflective stack has a mean light reflection RVα
,β
value that is calculated according to; - View Dependent Claims (2, 3, 4, 5, 6, 7)
-
-
8. A method of designing an anti-reflective stack comprising:
-
(a) identifying a luminance in the scotopic vision regime; (b) calculating the weighted mean light reflection in scotopic conditions RV′
of an anti-reflective stack having a light reflection spectrum R(λ
) according to; - View Dependent Claims (9, 10)
-
-
11. A method of designing an anti-reflective stack comprising:
-
(a) identifying a range of luminance in the scotopic and/or mesopic vision regime; (b) calculating the average spectral luminous efficiency function Vα
,β
(λ
) of the range of luminance according to;
Vα
,β
(λ
)=α
V(λ
)+β
V′
(λ
)wherein α and
β
are selected according to the luminance conditions, β
>
0, V(λ
) is in CIE 1931 and V′
(λ
) is in CIE 1951;(c) designing an anti-reflective stack by use of Vα
,β
(λ
) function. - View Dependent Claims (12, 13, 14, 15)
-
Specification