Multilevel diffractive optical element

• US 6,292,297 B1
• Filed: 05/11/1998
• Issued: 09/18/2001
• Est. Priority Date: 09/14/1995
• Status: Expired due to Fees

• Current Assignee: Yeda Research and Development Co. Ltd. (Weizmann Institute of Science)
• Original Assignee: Yeda Research and Development Co. Ltd. (Weizmann Institute of Science)
• Inventors: Danziger, Yochay, Hasman, Erez, Friesem, Asher
• Primary Examiner(s): CHANG, AUDREY Y
• Application Number:
  US09/043,064
• Time in Patent Office: 1,226 Days
• Field of Search: 359/575, 359/565, 359/566, 359/571, 359/569, 359/573
• US Class Current: 359/575
• CPC Class Codes: G02B 5/1876 Diffractive Fresnel lenses; Zone plates; Kinoforms G02B5/1842, G02B5/1847 take precedence; optical systems having diffractive correction means G02B27/0037; Fresnel lenses operating by refraction G02B3/08

Abstract

A multilevel diffractive optical element comprising a base and a plurality of phase zones having phase levels of a substantially identical height h, each phase zone being defined by a local modulation depth d and a local number of phase levels ξ=d/h, the local number of phase levels ξ per phase zone being a real number, an integer of which defines the number of complete levels in the phase zone, which complete levels have identical widths, and a fraction of which, in at least one phase zone, defines an incomplete level which is narrower than the complete levels, said local number of phase levels ξ=ξ(x, y) varying among different phase zones so as to provide corresponding variation of said local modulation depth d=d(x, y) whereby local diffraction efficiencies and consequently an overall diffraction efficiency of the optical element is arbitrarily controlled.

Claims

1. A multilevel diffractive optical element comprising a base and a plurality of phase zones, each phase zone being defined by a local modulation depth d and having a local number N of complete levels of identical local width W and, in at least one phase zone, one incomplete level whose width w is less than the width W of the complete levels in said zone, the phase levels in each Phase zone being spaced, in the direction along the modulation depth, by a distance h which is substantially invariant along the entire optical element;

a total number of phase levels in each phase zone being defined by a parameter ξ

=d/h, which is a real number whose integer equals to said local number N of the complete levels and whose fraction indicates to the existence of said incomplete level;

said parameter ξ

=ξ

(x, y), said width W and said width w varying among different phase zones so as to provide corresponding variation of said local modulation depth d=d(x, y) whereby local diffraction efficiencies and consequently an overall diffraction efficiency of the optical element is arbitrarily controlled.

2. A multilevel diffractive optical element according to claim 1, wherein the variation of the modulation depth is such as to ensure that a local diffraction efficiency obtained from the diffractive optical element at each of said locations thereof, has a predetermined value.

3. A multilevel diffractive optical element according to claim 2, wherein the modulation depth of each phase zone, at all locations thereof, has its optimal magnitude so that, at each of said locations, said local diffraction efficiency is maximal.

4. A multilevel diffractive optical element according to claim 2, wherein each phase zone is designed to have a predetermined local efficiency in a predetermined m-th diffraction order, whereby the optical element has a desired distribution of its overall efficiency, and wherein an optimal value h_opt of the distance h between the phase levels is determined by calculating, for each phase zone, an optimal local modulation depth d_opt, which the phase zone would have, in order to ensure 100% local diffraction efficiency in said predetermined m-th diffraction order, if a profile of the phase zone were continuous rather than multilevel;

calculating local minimal numbers of phase levels ξ

_min which are required to provide for the desired distribution of the diffraction efficiency, assuming that all the phase zones have their optimal local modulation depths d_opt and that the distance h between the phase levels in the phase zones is a free parameter;

and calculating local distances between the phase levels in each phase zone as h=d_opt/ξ

_min, the local distance of a minimal magnitude being chosen as the optimal value h_opt of the distance h between the phase levels.

5. A multilevel diffractive optical element according to claim 1, wherein, at least one of said locations of the element, a phase zone profile is inclined with respect to the base of the element at an angle different from an optimal angle at which the modulation depth, at said at least one location, has its optimal magnitude.

6. A multilevel diffractive optical element according to claim 5, wherein said inclination of the phase zone profile is achieved by pivoting of the profile oriented at its optimal angle around a point located on the profile.

7. A multilevel diffractive optical element according to claim 1, which is adapted for production via the use of M masks in M serial manufacturing cycles, a maximal number of phase levels obtained thereby being ₂^M.

8. A multilevel diffractive optical element comprising a base and a plurality of phase zones, each consisting of a local number N of identical phase levels of a local width W and, in at least one phase zone, of an additional level of a local width w that is less than the local width W of said identical phase levels in said zone;

each phase zone being defined by a local modulation depth d, and the phase levels in each zone being spaced, in the direction along the modulation depth, by a distance h which is substantially invariant along all the phase zones of the optical element;

the local number N and the width W of the identical phase levels, and the width w of the additional level, if any, varying among different phase zones so as to provide corresponding variation of said local modulation depth, providing thereby a desired distribution of local diffraction efficiencies over the optical element.

9. The multilevel diffractive optical element as claimed in claim 8, wherein the variation of the modulation depth is such as to ensure that a local diffraction efficiency obtained from the diffractive optical element, at each location thereof, has a predetermined value.

10. The multilevel diffractive optical element as claimed in claim 9, wherein the modulation depth of each phase zone, at all locations thereof, has its optimal magnitude so that, at each of said locations, said local diffraction efficiency is maximal.

11. A multilevel diffractive optical element according to claim 9, wherein each phase zone is designed to have a predetermined local efficiency in a predetermined m-th diffraction order, whereby the optical element has a desired distribution of its overall efficiency, and wherein an optimal value h₀pt of the distance h between the phase levels is determined by calculating, for each phase zone, an optimal local modulation depth d_opt, which the phase zone would have, in order to ensure 100% local diffraction efficiency in said predetermined m-th diffraction order, if a profile of the phase zone were continuous rather than multilevel;

calculating local minimal numbers of phase levels ξ

_min which are required to provide for the desired distribution of the diffraction efficiency, assuming that all the phase zones have their optimal local modulation depths d_opt and that the distance h between the phase levels in the phase zones is a free parameter; and

calculating local distances between the phase levels in each phase zone as h=d_opt/ξ

_min, the local distance of a minimal magnitude being chosen as the optimal value h_opt of the distance h between the phase levels.

12. The multilevel diffractive optical element as claimed in claim 8, wherein, at least one of said locations of the element, a phase zone profile is inclined with respect to the base of the element at an angle different from an optimal angle at which the modulation depth, at said at least one location, has its optimal magnitude.

13. The multilevel diffractive optical element as claimed in claim 12, wherein said inclination of the phase zone profile is achieved by pivoting of the profile oriented at its optimal angle around a point located on the profile.