IP Library › Granted Patent US 12,481,091
Granted Patent B2
US 12,481,091 · App. 17/557,095 · Granted Nov 25, 2025

Tunable lens and method for operating a tunable lens

Inventors: Roman Patscheider (Winterthur, CH); Christopher Laning (Windisch, CH); Erik Hebestreit (Regensdorf, CH); Manuel Aschwanden (Allenwinden, CH); David Andreas Niederer (Küttigen, CH); Stephan Smolka (Zürich, CH)
Assignee: Optotune Switzerland AG
G02B3/14G02B26/004G02C7/085
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Quick Facts
Patent No.
US 12,481,091
App. No.
17/557,095
Granted
Nov 25, 2025
Kind
B2
Abstract

Tunable lens ( 1 ) comprising a fluidic volume ( 2 ), a flexible membrane ( 3 ) and a shaping element ( 4 ), wherein the membrane ( 3 ) delimits the fluidic volume ( 2 ) on one side, the shaping element ( 4 ) is attached to the membrane ( 3 ), the shaping element ( 4 ) surrounds an optically active region of the membrane, the shaping element ( 4 ) is arranged to alter optical properties of the tunable lens ( 1 ) by deflection, in top view the shaping element ( 4 ) has a non-circular contour ( 40 ), wherein the contour ( 40 ) extends within an imaginary circumcircle ( 10 ), and the amount of deflection of the shaping element ( 4 ) is proportional to a lateral distance of the contour ( 40 ) to the circumcircle ( 10 ).

Claims (27)

1 . Tunable lens comprising a fluidic volume, a flexible membrane, a shaping element, and an actuator, wherein

the membrane delimits the fluidic volume on one side,

the shaping element is attached to the membrane,

the shaping element surrounds an optically active region of the membrane,

the shaping element is arranged to alter optical properties of the tunable lens by deflection wherein the deflection describes a displacement of the shaping element in a direction along an optical axis of the tunable lens,

in top view the shaping element has a non-circular contour, wherein the contour extends within an imaginary circumcircle, and

wherein the actuator is a single actuator arranged to apply a deflection force to multiple deflection points of the shaping element wherein the deflection points are arranged at regions of the shaping element, where the contour has a local maximum lateral distance to the circumcircle, and/or the tunable lens comprises a mount, wherein the mount is arranged to apply a retention force to the shaping element, the retention force is applied to multiple retention points of the shaping element, wherein the retention points are arranged at regions of the shaping element, where the contour has a local minimum lateral distance to the circumcircle.

2 . Tunable lens according to claim 1 , wherein the shaping element is arranged such that the contour of the shaping element lies on the surface of an imaginary spherical surface, wherein a radius of curvature of the imaginary spherical surface changes when altering the optical properties of the tunable lens.

3 . Tunable lens according to claim 1 ,

wherein the absolute value of the deflection force applied at each deflection point is proportional to a lateral distance of the deflection point to the circumcircle.

4 . Tunable lens according to claim 1 , wherein

the deflection force applied to one of the deflection points is larger for larger lateral distances of the respective deflection point to the circumcircle, and/or

the retention force applied to one of the retention points is smaller for larger lateral distances of the retention point to the circumcircle.

5 . Tunable lens according to claim 1 , wherein the retention points and the deflection points are arranged alternatingly along the perimeter of the shaping element.

6 . Tunable lens according to claim 1 , wherein at least one of the deflection force or the retention force is applied non-uniformly to the shaping element.

7 . The tunable lens according to claim 1 , wherein the absolute value of the retention force applied at each retention point is proportional to a lateral distance of the retention point to the circumcircle.

8 . Method for controlling a tunable lens, wherein the tunable lens comprises a flexible membrane and a shaping element, wherein

the membrane forms an optical surface of the tunable lens,

the shaping element is attached to the membrane,

the shaping element has a non-circular ring contour in top view,

the shaping element surrounds an optically active region of the membrane,

and wherein the method comprises the step of tuning the lens by deforming the membrane, wherein deforming the membrane is controlled by deflecting the shaping element in a direction along the optical axis, wherein

the contour of the shaping element extends within an imaginary circumcircle, and

wherein for deflecting the shaping element, a deflection force is applied to multiple deflection points of the shaping element by a single actuator, wherein the deflection points are arranged at regions of the shaping element, where the contour has a local maximum lateral distance to the circumcircle, and/or a retention force is applied to the shaping element via a mount of the tunable lens, wherein the retention force is applied to multiple retention points of the shaping element, wherein the retention points are arranged at regions of the shaping element, where the contour has a local minimum lateral distance to the circumcircle.

9 . Method according to claim 8 , wherein

said deflecting of the shaping element is controlled such that the contour of the shaping element lies on a surface of an imaginary spherical segment,

wherein the radius of curvature of said spherical segment alters when the tunable lens is tuned.

Assignments (2)
MERGER AND CHANGE OF NAME Recorded Mar 17, 2024
From: OPTOTUNE AG; OPTOTUNE SWITZERLAND AG
To: OPTOTUNE SWITZERLAND AG
Reel/Frame 066802/0810 →
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Jan 26, 2022
From: PATSCHEIDER, ROMAN; LANING, CHRISTOPHER; HEBESTREIT, ERIK; ASCHWANDEN, MANUEL; NIEDERER, DAVID ANDREAS; SMOLKA, STEPHAN
To: OPTOTUNE AG
Reel/Frame 058768/0370 →
Priority Claims (1)
DE 102020134753.7 · Dec 22, 2020 · national
Continuity (1)
Related Publication 20220196887A1 · Jun 23, 2022
References Cited (28)
US 5138494A · Kurtin · 1992 [cited by examiner]
US 5371629A · Kurtin · 1994 [cited by examiner]
US 5668620A · Kurtin · 1997 [cited by examiner]
US 6040947A · Kurtin · 2000 [cited by examiner]
US 6924792B1 · Jessop · 2005 [cited by examiner]
US 7646544B2 · Batchko · 2010 [cited by examiner]
US 8508436B2 · Jessop · 2013 [cited by examiner]
US 20080231963A1 · Batchko · 2008 [cited by applicant]
US 20100182703A1 · Bolis · 2010 [cited by applicant]
US 20200341172A1 · Stevens · 2020 [cited by examiner]
US 20220066239A1 · Patscheider · 2022 [cited by examiner]
EP 2860555 · 2015 [cited by applicant]
WO WO2013143630A1 · 2013 [cited by examiner]
WO WO2018028847A1 · 2018 [cited by examiner]
WO 2019186181 · 2019 [cited by applicant]
WO WO2020109605A2 · 2020 [cited by examiner]
WO WO2020120806A1 · 2020 [cited by examiner]
WO WO2021137149A2 · 2021 [cited by examiner]
Demetri Terzopoulos et al., Modeling Inelastic Deformation: Viscoelasticity, Plasticity, Fracture, 22 Computer Graphics 269-278 (1988), (Year: 1988). [cited by examiner]
Ulrike Wallrabe, Axicons et al.—Highly Aspherical Adaptive Optical Elements for the Life Sciences, Transducers 251-256 ( 2015). (Year: 2015). [cited by examiner]
Justin Ko, Using Integration to Find Arc Lengths and Surface Areas, 2019, pp. 1-7 [online], [retrieved Aug. 8, 2023], retrieved from the Internet (URL: https://www.math.toronto.edu/jko/MAT186_week_12.pdf>. (Year: 2019). [cited by examiner]
Gary Heiting, How to Read Your Eyeglasses Prescription, 2019, pp. 1-12 [online], [retrieved Aug. 8, 2023], retrieved from the Internet <URL: https://www.allaboutvision.com/eyeglasses/eyeglass-prescription.htm>. (Year: 2… [cited by examiner]
Projections Onto Subspaces, 2011, pp. 1-4 [online], [retrieved Mar. 16, 2024], retrieved from the Internet <URL: https://ocw.mit.edu/courses/18-06sc-linear-algebra-fall-2011/00e9c8f0eafedeab21a3d079a17ed3d8_MIT18_06SCF1… [cited by examiner]
Eric W. Weisstein, Circumcircle, 2011, pp. 1-7 [online], [retrieved Mar. 16, 2024], retrieved from the Internet <URL: https:// mathworld.wolfram.com/Circumcircle.html>. (Year: 2011). [cited by examiner]
Kang Wei et al., A Tunable Liquid Lens Driven by a Concentric Annular Electroactive Actuator, 2014, MEMS 909-912 (2014). (Year: 2014). [cited by examiner]
Orientation Independent Coma Compensating Liquid Lens, 2019, pp. 1-53 [online], [retrieved Mar. 18, 2024], retrieved from the Internet <URL: https://priorart.ip.com/IPCOM/000257845>. (Year: 2019). [cited by examiner]
The Spring: Hooke's Law and Oscillations, 2017, pp. 1-11 [online], [retrieved Oct. 16, 2024], retrieved from the Internet <URL: https://web.pa.msu.edu/courses/2017spring/PHY251/Lab_10.pdf>. (Year: 2017). [cited by examiner]
Dan Liang et al., Flexible Fluidic Lens with Polymer Membrane and Multi-flow Structure, 421 Optics Communications 7-13 (2018). (Year: 2018). [cited by examiner]