optics
泽尼克多项式
Zernike polynomialsA set of orthogonal polynomials defined on a unit disk, commonly used to describe wavefront aberrations in optical systems. / 泽尼克多项式是一组定义在单位圆盘上的正交多项式，常用于描述光学系统中的波前像差。
- Knowledge type
- 数学理论
- First proposed or discovered
- Proposer
- Turkey Farm member
- Creator
- 农场主
- Last updated
- 2026-10-31 23:06:13
Sub-knowledge points
Cylindrical coordinates representationOrthogonality over the unit circleZernike circle polynomialsZernike annular polynomials
Higher-order knowledge points
Wavefront sensingAdaptive opticsOptical system design
Main parameters and performance indicators
n: radial order (non-negative integer)m: azimuthal frequency (integer, |m| ≤ n)p: radial polynomial index (0 or 1)
Open problems
No unresolved problem recorded yet
Related literature
ranked by community starsStable estimation of selected full-aperture Zernike coefficients from a single circular subaperture for flat-mirror metrologyOpen source
Related products and links
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Creation and modification trail
1 recordsRecord title: Zernike polynomials.
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