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±¾È˼±Ðèhankel±ä»»µÄC³ÌÐò£¬Ä¿Ç°Ö»ÄÜÕÒµ½matlabÖÐhankel±ä»»µÄÔ´úÂ룬µ«ÊDZ¾È˲»¶®matlab£¬Çë¸÷λ°ï¸öæÄÜ·ñ°ï°ÑÏÂÁдúÂë·Òë³ÉC»òÕßC++ÓïÑÔ£¿ÌṩÏÂÁгÌÐòµÄ˼·Ҳ¿É¡£Íò·Ö¸Ðл£¡ %[H,I]=ht(h,r,k,I) %----------------- % %Hankel transform of order 0. % %Input: % h Signal h(r) % r Radial positions [m] {0:numel(h)-1} % k Spatial frequencies [rad/m] {pi/numel(h)*(0:numel(h)-1)} % I Integration kernel ? {default} % %Output: % H Spectrum H(k) % I Integration kernel % % % ? If the integration kernel is missing, it is % recomputed from the Bessel functions (slow). % % Marcel Leutenegger ?June 2006 % function [H,I]=ht(h,r,k,I) if sum(size(h) > 1) > 1 error('Signal must be a vector.'); end if nargin < 2 | isempty(r) r=0:numel(h)-1; else [r,w]=sort(r( .'); h=h(w); end if nargin < 3 | isempty(k) k=pi/numel(h)*(0:numel(h)-1); end if nargin < 4 | isempty(I) r=[(r(2:end) + r(1:end-1))/2 r(end)]; I=2*pi./k( *r.*besselj(1,k( *r); I(k == 0, =pi*r.*r; I=I - [zeros(numel(k),1) I(:,1:end-1)]; elseif exist('w','var') I=I(:,w); end H=reshape(I*h( ,size(k));[ Last edited by mingdong on 2009-4-16 at 17:53 ] |
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lzjuxmch
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