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27 lines
934 B
Plaintext
27 lines
934 B
Plaintext
Here is my realisation of wavefront decomposition and restoration based on
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Zernike polynomials (up to 100th order).
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The base functions are:
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double *zernfunR(int n, int m, int W, int H, double *norm);
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calculates Zernike polynomial of order n and angular order m on
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equidistance rectangular grid WxH (norm is NULL or value to store
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sum(Z_i^2) for normalisation on decomposition.
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double *zernfunNR(int p, int W, int H, double *norm);
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the same but in Noll notation
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double *Zdecompose(int Nmax, int W, int H, double *image, int *Zsz, int *lastIdx);
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decompose image by Zernike polynomials with order <= Nmax,
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Zsz is size of returned array (in Noll notation)
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lastidx is last non-zero coefficient
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double *Zcompose(int Zsz, double *Zidxs, int W, int H);
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build image based on Zernike coeffs Zidxs
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Zsz - size of array in Noll notation
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W, H - size of future image
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void set_prec(double val);
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set precision of Zernike transforms
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