Optical lens for correcting astigmatism
First Claim
1. A lens for correcting astigmatism, including adjacent hyperbolic- or elliptical-outline diffractive components whose periodicity in two mutually orthogonal X and Y directions intersecting at the axis of the lens and coinciding with the main axes of the hyperbolas or the ellipses are respectively determined by the equations:
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space="preserve" listing-type="equation">Δ
r.sub.x.sup.2 =2λ
|f.sub.x |; and
space="preserve" listing-type="equation">Δ
r.sub.y.sup.2 =2λ
|f.sub.y |;
in which;
Δ
rx2 represents the periodicity in r2 along the X direction;
Δ
ry2 represents the periodicity in r2 along the Y direction;
λ
represents the means utilization wavelength;
fx represents the desired focal length in the X direction; and
fy represents the desired focal length in the Y direction.
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Accused Products
Abstract
The present invention relates to an optical lens for correcting astigmatism. It includes diffractive components whose outlines are delimited by conic section curves having non-degenerate centers. More precisely, in accordance with the invention, the lens includes adjacent diffractive components having hyperbolic or elliptical outlines with a periodicity in r2 in two mutually orthogonal directions x and y intersecting on the axis of the lens and coinciding with the main axes of the hyperbolas or of the ellipses, which are determined respectively by the equations: Δrx2 =2λ|fx |; and Δry2 =2λ|fy |; in which: Δrx2 represents the periodicity in r2 along the x direction; Δry2 represents the periodicity in r2 along the y direction; λ represents the mean utilization wavelength; fx represents the desired focal length in the X direction; and fy represents the desired focal length in the Y direction.
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Citations
7 Claims
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1. A lens for correcting astigmatism, including adjacent hyperbolic- or elliptical-outline diffractive components whose periodicity in two mutually orthogonal X and Y directions intersecting at the axis of the lens and coinciding with the main axes of the hyperbolas or the ellipses are respectively determined by the equations:
-
space="preserve" listing-type="equation">Δ
r.sub.x.sup.2 =2λ
|f.sub.x |; and
space="preserve" listing-type="equation">Δ
r.sub.y.sup.2 =2λ
|f.sub.y |;in which; Δ
rx2 represents the periodicity in r2 along the X direction;Δ
ry2 represents the periodicity in r2 along the Y direction;λ
represents the means utilization wavelength;fx represents the desired focal length in the X direction; and fy represents the desired focal length in the Y direction. - View Dependent Claims (2, 3, 4, 5, 6, 7)
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Specification