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 r 2 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: Δr x 2 =2λ|f x |; and Δr y 2 =2λ|f y |; in which: Δr x 2 represents the periodicity in r 2 along the x direction; Δr y 2 represents the periodicity in r 2 along the y direction; λ represents the mean utilization wavelength; f x represents the desired focal length in the X direction; and f y represents the desired focal length in the Y direction.
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: Δr.sub.x.sup.2 =2λ|f.sub.x |; and Δr.sub.y.sup.2 =2λ|f.sub.y |; in which: Δr x 2 represents the periodicity in r 2 along the X direction; Δr y 2 represents the periodicity in r 2 along the Y direction; λ represents the means utilization wavelength; f x represents the desired focal length in the X direction; and f y represents the desired focal length in the Y direction.
Claim 2
Dependent Claim
111 words
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: Δr.sub.x.sup.2 =2λ|f.sub.x |; and Δr.sub.y.sup.2 =2λ|f.sub.y |; in which: Δr x 2 represents the periodicity in r 2 along the X direction; Δr y 2 represents the periodicity in r 2 along the Y direction; λ represents the means utilization wavelength; f x represents the desired focal length in the X direction; and f y represents the desired focal length in the Y direction.
Claim 3
Dependent Claim
27 words
A lens according to claim 1, wherein the diffractive components have elliptical outlines defined by the equation: x.sup.2 /|f.sub.x |+y.sup.2 /|f.sub.y |=2λk where k represents an integer.
Claim 4
Dependent Claim
34 words
A lens according to claim 1, wherein the diffractive components have hyperbolic outlines defined by the equations: x.sup.2 /|f.sub.x |-y.sup.2 /|f.sub.y |=2λk; and y.sup.2 /|f.sub.y |-x.sup.2 /|f.sub.x |=2λk in which k represents an integer.
Claim 5
Dependent Claim
15 words
A lens according to claim 1, wherein the diffractive components are made by index variation.
Claim 6
Dependent Claim
22 words
A lens according to claim 1, wherein the diffractive components have a pure kinoform type phase profile varying between 0 and 2π.
Claim 7
Dependent Claim
25 words
A lens according to claim 1, wherein the diffractive components have a sampled kinform type phase profile comprising n subzones at phase differences of 2π/n.
Claim 8
Dependent Claim
24 words
A lens according to claim 1, wherein the diffractive components have a binary phase profile comprising two subzones at a phase difference of π.