Dynamic optical zone structure for improving myopia control
Patent Information
- Authority / Receiving Office
- TW · TW
- Patent Type
- Utility models
- Current Assignee / Owner
- BRIGHTEN OPTIX CORP
- Filing Date
- 2026-02-12
- Publication Date
- 2026-08-01
Smart Images

Figure TWG2TB001904418_001 
Figure TWG2TB001904418_002 
Figure TWG2TB001904418_003
Abstract
Claims
1. A dynamic optical zone structure for improving myopia control, comprising a lens body, wherein: The lens body has a central optical zone in the center for focusing the line of sight, and a peripheral vision control zone is provided around the central optical zone. The inner surface of the central optical zone forms an equivalent defocus portion with a different power than the central optical zone.
2. The dynamic optical zone structure for improving myopia control as described in claim 1, wherein the equivalent defocus amount of the equivalent defocus portion of the lens body is calculated by weighting and integrating the defocus power of each distribution state within the central optical zone and its corresponding area, and the defocus power is calculated by the corresponding area. The calculation formula is: equivalent defocus amount of the pressure drop zone (D*mm2) = defocus power of the pressure drop zone (D) * area of the pressure drop zone (mm2).
3. The dynamic optical zone structure for improving myopia control as described in claim 2, wherein the integral relationship between the defocus power of the equivalent defocus portion of the lens body and the area is expressed by the formula ∫ diopter × dA, thereby more accurately reflecting the visual defocus stimulus under actual wearing conditions.
4. The dynamic optical zone structure for improving myopia control as described in claim 1, wherein the lens body forms a tear film layer with a height between approximately 20 μm and 189 μm in a corresponding defocus region to stabilize the actual optical effect of the equivalent defocus portion.
5. The dynamic optical zone structure for improving myopia control as described in claim 1, wherein the lens body forms a tear film layer with a height between approximately 20 μm and 189 μm in a corresponding defocus region to stabilize the actual optical effect of the equivalent defocus portion.
6. The dynamic optical zone structure for improving myopia control as described in claim 1, wherein the equivalent defocus amount formed by the equivalent defocus portion in the lens body is a variable value between approximately 0.75D and 10.0D, adjusted according to the actual measured visual conditions of the user.
7. The dynamic optical zone structure for improving myopia control as described in claim 1, wherein the peripheral vision control zone of the lens body is divided into multiple vision correction zones in the form of an arc-shaped sheet by multiple transitional segments of different curvatures.
8. The dynamic optical zone structure for improving myopia control as described in claim 7, wherein the arc surfaces between the two adjacent vision correction zones of the lens body are formed by a first tangent and a second tangent extending to form intersecting arc tangent points, and the two arc tangent points extend upwards to form a first included angle line and a second included angle line with equal side lengths, thereby obtaining an included angle between the first included angle line and the second included angle line, and a shortest distance is formed between the two arc tangent points, and the curvature transition segment of the transition zone can be calculated by substituting the shortest distance between these vision correction zones into the geometric relationship of the included angle.
9. The dynamic optical zone structure for improving myopia control as described in claim 8, wherein the transition section of the lens body is a functional area occupied between different regions by minimizing the transition section. The geometric relationship between the two vision correction sections is calculated by the formula R = L ÷ [2 × sin(θ ÷ 2)]. The objective function for minimizing the radius of the transition section is derived through this formula to satisfy the continuity conditions of the tangent and curvature of each region, so as to ensure a smooth transition between different regions. Here, L is the length of the shortest distance, and θ is the angle of the included angle. The obtained R value is substituted into the curved surface formed by the curvature transition section.