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Matlab 程序: 解決了Gram-Schmidt正交化方法,次方程法可以用于求解Zernike 多項式的波面擬合系數!
代碼片段和文件信息
function?[QR]?=?grams(A)
%GRAMS??Gram-Schmidt?orthogonalization.
%???????[QR]?=?grams(A)?returns?matrix?Q?with?orthonormal
%???????columns?and?an?upper?triangular?R?so?that?Q*R?=?A.
%???????Warning:?this?algorithm?is?numerically?unstable.
%???????Use?MATLAB‘s?built-in?QR?function?for?stability.
[mn]?=?size(A);
Asave?=?A;
for?j?=?1:n
???for?k?=?1:j-1
??????A(:j)?=?A(:j)?-?(A(:j)‘*A(:k))/(A(:k)‘*A(:k))*A(:k);
???end
end
tol?=?1.e-6;
for?j?=?1:n
???if?norm(A(:j))???????error(‘Columns?are?linearly?dependent.‘)
???end
???Q(:j)?=?A(:j)/norm(A(:j));
end
R?=?Q‘*Asave;
?屬性????????????大小?????日期????時間???名稱
-----------?---------??----------?-----??----
?????文件????????802??2010-03-10?07:59??gramsmit.m
?????文件???????1081??2010-03-10?07:58??gs.m
?????文件????????610??2010-03-10?07:59??grams.m
-----------?---------??----------?-----??----
?????????????????2493????????????????????3
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