文件名称:zernike
介绍说明--下载内容均来自于网络,请自行研究使用
计算泽尼克多项式和具有一致相合函数的泽尼克拟合系数(Zernike polynomials are orthogonal on the unit circle and are commonly used in optics for phase aberrations.
Use zernike_fcn3.m to generate Zernike polynomials. Input includes a vector of the desired polynomials; these do not have to be consecutive. Possible polynomial orderings include:
'noll' = Bob Noll's original ordering
'fringe' = Univ. of Arizona Zernike set
'original'= original order of zernfun.m
'default' = the 'fringe' (UofA) set + more terms
zernike_fcn3.m does consistency checking, selects the appropriate m & n values for a particular ordering and then calls zernfun.m to generate the polynomials.
Use zernike_coeffs3.m to fit Zernike polynomial to an input function. Since zernike_coeffs3.m calls zernike_fcn3.m, these files are automatically consistent with each other, unlike some previous functions.)
Use zernike_fcn3.m to generate Zernike polynomials. Input includes a vector of the desired polynomials; these do not have to be consecutive. Possible polynomial orderings include:
'noll' = Bob Noll's original ordering
'fringe' = Univ. of Arizona Zernike set
'original'= original order of zernfun.m
'default' = the 'fringe' (UofA) set + more terms
zernike_fcn3.m does consistency checking, selects the appropriate m & n values for a particular ordering and then calls zernfun.m to generate the polynomials.
Use zernike_coeffs3.m to fit Zernike polynomial to an input function. Since zernike_coeffs3.m calls zernike_fcn3.m, these files are automatically consistent with each other, unlike some previous functions.)
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下载文件列表
文件名 | 大小 | 更新时间 |
---|---|---|
oneDgauss.m | 542 | 2018-01-18 |
Beam_transforming_xy.m | 2375 | 2018-01-23 |
beamtransformingx.m | 550 | 2018-01-23 |
beamtransformingy.m | 557 | 2018-01-23 |
Beam_transforming_x.m | 1658 | 2018-01-23 |
Beam_transforming_y.m | 1629 | 2018-01-19 |
说明.txt | 240 | 2018-01-23 |
zernfun.m | 6754 | 2018-04-25 |
zernike_fcn3.m | 6419 | 2018-04-25 |
zernike_coeffs3.m | 3493 | 2018-04-25 |