資源簡介
基于Zernike多項式的波前像差到點擴散函數PSF及MTF的模擬,包含代碼及相關文檔,特別是PPT,值得好好看。
代碼片段和文件信息
function?nfact=inputdata(n)
%?factorial.m
%??function?that?computes?n!
nfact=1;
for?i=1:n
???nfact=i*nfact;
end
?屬性????????????大小?????日期????時間???名稱
-----------?---------??----------?-----??----
?????文件????????119??2008-03-24?11:35??計算點擴散函數\factorial.m
?????文件????1335296??2016-05-04?16:25??計算點擴散函數\ppt_presentation.ppt
?????文件???????2953??2016-05-04?11:15??計算點擴散函數\WaveAberration.m
?????文件???????6695??2008-03-24?11:36??計算點擴散函數\WaveAberrationMTF.m
?????文件???????6765??2015-05-13?14:55??計算點擴散函數\WaveAberrationPSF.m
?????文件????????314??2015-10-10?16:54??計算點擴散函數\Zernike?Polynomials?and?Their?Use?in?Describing?the?Wavefront?Aberrations?of?the?Human?Eye.files\colorschememapping.xm
?????文件????????449??2015-10-10?16:54??計算點擴散函數\Zernike?Polynomials?and?Their?Use?in?Describing?the?Wavefront?Aberrations?of?the?Human?Eye.files\filelist.xm
?????文件???????5768??2015-10-10?16:54??計算點擴散函數\Zernike?Polynomials?and?Their?Use?in?Describing?the?Wavefront?Aberrations?of?the?Human?Eye.files\image001.gif
?????文件???????5794??2015-10-10?16:54??計算點擴散函數\Zernike?Polynomials?and?Their?Use?in?Describing?the?Wavefront?Aberrations?of?the?Human?Eye.files\image002.gif
?????文件???????7857??2015-10-10?16:54??計算點擴散函數\Zernike?Polynomials?and?Their?Use?in?Describing?the?Wavefront?Aberrations?of?the?Human?Eye.files\image003.gif
?????文件???????7854??2015-10-10?16:54??計算點擴散函數\Zernike?Polynomials?and?Their?Use?in?Describing?the?Wavefront?Aberrations?of?the?Human?Eye.files\image004.gif
?????文件???????3129??2015-10-10?16:54??計算點擴散函數\Zernike?Polynomials?and?Their?Use?in?Describing?the?Wavefront?Aberrations?of?the?Human?Eye.files\themedata.thmx
?????文件?????574496??2015-10-10?16:54??計算點擴散函數\Zernike?Polynomials?and?Their?Use?in?Describing?the?Wavefront?Aberrations?of?the?Human?Eye.htm
?????文件???????2709??2016-05-12?09:19??計算點擴散函數\zernike.m
?????文件???????2857??2016-05-04?11:09??計算點擴散函數\ZernikePolynomial.m
?????文件???????6491??2008-03-24?11:36??計算點擴散函數\ZernikePolynomialMTF.m
?????文件???????6849??2016-05-04?11:06??計算點擴散函數\ZernikePolynomialPSF.m
?????文件????????373??2016-05-04?15:55??計算點擴散函數\zernike_exam.m
?????目錄??????????0??2016-07-08?21:32??計算點擴散函數\Zernike?Polynomials?and?Their?Use?in?Describing?the?Wavefront?Aberrations?of?the?Human?Eye.files
?????目錄??????????0??2016-08-23?10:44??計算點擴散函數
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