Díaz José Antonio, Mahajan Virendra N
Departamento de Óptica, Universidad de Granada, Granada, Spain.
Appl Opt. 2013 Feb 20;52(6):1136-47. doi: 10.1364/AO.52.001136.
Using the Zernike circle polynomials as the basis functions, we obtain the orthonormal polynomials for optical systems with circular and annular sector pupils by the Gram-Schmidt orthogonalization process. These polynomials represent balanced aberrations yielding minimum variance of the classical aberrations of rotationally symmetric systems. Use of the polynomials obtained is illustrated with numerical examples.
以泽尼克圆多项式作为基函数，通过格拉姆 - 施密特正交化过程，我们得到了具有圆形和环形扇形光瞳的光学系统的正交多项式。这些多项式表示平衡像差，使得旋转对称系统的经典像差方差最小。通过数值示例说明了所得到的多项式的应用。
