Multi-element Image Lens Aberration Correction
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Solution Overview
Problem
Existing image lenses fail to achieve high resolution and small distance requirements, resulting in poor imaging effects due to limitations in aberration correction and optical design.
Innovation Solution
The image lens design includes a specific arrangement of lenses with positive and negative refractive powers, an IR-cut filter, and an aperture stop, satisfying specific formulas to minimize aberrations and maintain a compact length, while using aspherical surfaces to correct chromatic and spherical aberrations.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Measurement precision
If existing image lens designs are used, then the lens structure is simple, but the resolution is insufficient and imaging effect is poor
Solution Approach 1:
The image lens is divided into multiple lens elements (first lens element, second lens element, third lens element, fourth lens element) with different optical functions. Each element contributes to correcting specific aberrations and achieving high resolution, transforming a simple single-element design into a segmented multi-element system that delivers superior imaging performance.
Solution Approach 2:
The patent employs aspherical surfaces on multiple lens elements to correct spherical aberration and improve resolution. The aspherical design allows for better control of light rays across the aperture, achieving high measurement precision while managing the complexity through optimized surface geometry rather than adding more elements.
2Measurement precision
If lens elements are added to improve resolution, then imaging quality improves, but lens length increases
Solution Approach 1:
The patent arranges lens elements in a compact configuration where the second lens element is positioned between the first and third lens elements along the optical axis. The aperture stop is nested between the first and second lens elements. This nested arrangement allows multiple functional elements to be packed into a shorter overall length while maintaining the resolution and imaging quality benefits of a multi-element design.
Solution Approach 2:
The patent optimizes the radial and axial positioning of lens elements to achieve compact length. By carefully controlling the distances between elements and their radial positions, the design achieves high imaging quality without proportionally increasing the axial length, effectively utilizing dimensional optimization to resolve the contradiction.
3Measurement precision
If lens elements are added to correct aberrations, then resolution improves, but manufacturing complexity increases
Solution Approach 1:
The patent uses aspherical surfaces on specific lens elements to correct spherical aberration and improve imaging quality. While aspherical surfaces increase manufacturing complexity compared to spherical surfaces, the patent applies them selectively rather than on all elements, balancing aberration correction needs with manufacturing feasibility. The aspherical design enables better aberration control for high-resolution imaging.
Solution Approach 2:
The patent optimizes various optical parameters including refractive indices, curvature radii, and thicknesses of lens elements to achieve effective aberration correction. By carefully selecting and adjusting these parameters within practical ranges, the design achieves high measurement precision while keeping manufacturing complexity manageable through parameter optimization rather than requiring exotic materials or complex structures.
4Measurement precision
If focal length is increased for better resolution, then imaging quality improves, but working distance increases
Solution Approach 1:
The patent divides the optical system into multiple lens elements with different focal contributions. The first lens element has positive refractive power for convergence, while the second lens element has negative refractive power for divergence. This segmentation allows the system to achieve high resolution equivalent to a longer focal length while maintaining a shorter overall working distance through the combined effect of multiple elements with opposing optical powers.
Solution Approach 2:
The patent employs a zoom mechanism that allows dynamic adjustment of the focal length and working distance. By making the optical system adjustable rather than fixed, the lens can achieve high resolution at different working distances as needed, resolving the contradiction between resolution and working distance through dynamic adaptability.
Applied Scientific Principles
This section explains which scientific principles are used to turn an abstract innovation direction into a practical engineering solution.
Function Achieved in This Case
The solution effectively reduces spherical and field curvature aberrations, maintains a small image lens length, and improves image quality by ensuring uniform light transmission and proper distribution of refractive power, resulting in high-resolution images across various zoom states.
Implementation Method 1
a first lens (L1) with positive refraction power
Implementation Method 2
a second lens (L2) with negative refraction power
Implementation Method 3
a third lens (L3) with positive refraction power
Implementation Method 4
a fourth lens (L4) with positive refraction power
Implementation Method 5
a fifth lens (L5) with negative refraction power
Implementation Method 6
using aspherical surfaces to correct chromatic and spherical aberrations
Data Source
AI summary
An image lens, in the order from the object side to the image side thereof, includes a first lens including a first surface and a second surface, a second lens including a third surface and a fourth surface, a third lens including a fifth surface and a sixth surface, a fourth lens including a seventh surface and a eighth surface, a fifth lens including a ninth surface and a tenth surface, and an image plane. The image lens satisfies the following formulas: (1) D/TTL>0.94; (2) D/L>1.21; wherein D is the maximum image diameter of the image plane; TTL is a total length of the image lens, and L is a distance from an outmost edge of the tenth surface to an optical axis of the image lens along a direction perpendicular to the optical axis.


