資源簡介
Horn-Schunck 法實現(xiàn)的光流法

代碼片段和文件信息
function?[fx?fy?ft]?=?computeDerivatives(im1?im2)
if?size(im21)==0
????im2=zeros(size(im1));
end
%?Horn-Schunck?original?method
fx?=?conv2(im10.25*?[-1?1;?-1?1]‘same‘)?+?conv2(im2?0.25*[-1?1;?-1?1]‘same‘);
fy?=?conv2(im1?0.25*[-1?-1;?1?1]?‘same‘)?+?conv2(im2?0.25*[-1?-1;?1?1]?‘same‘);
ft?=?conv2(im1?0.25*ones(2)‘same‘)?+?conv2(im2?-0.25*ones(2)‘same‘);
%?derivatives?as?in?Barron
%?fx=?conv2(im1(1/12)*[-1?8?0?-8?1]‘same‘);
%?fy=?conv2(im1(1/12)*[-1?8?0?-8?1]‘‘same‘);
%?ft?=?conv2(im1?0.25*ones(2)‘same‘)?+?conv2(im2?-0.25*ones(2)‘same‘);
%?fx=-fx;fy=-fy;
%?An?alternative?way?to?compute?the?spatiotemporal?derivatives?is?to?use?simple?finite?difference?masks.
%?fx?=?conv2(im1[1?-1]);
%?fy?=?conv2(im1[1;?-1]);
%?ft=?im2-im1;
?屬性????????????大小?????日期????時間???名稱
-----------?---------??----------?-----??----
?????文件????????759??2009-01-05?18:05??hs\computeDerivatives.m
?????文件???????1081??2009-01-22?13:04??hs\gaussFilter.m
?????文件???????2756??2010-09-23?15:50??hs\HS.asv
?????文件???????2756??2010-09-23?15:50??hs\HS.m
?????文件?????236079??2009-01-22?13:14??hs\HSsnapshot.JPG
?????文件???????1347??2010-09-23?16:10??hs\plotFlow.asv
?????文件???????1347??2010-09-23?16:20??hs\plotFlow.m
?????文件????????944??2009-01-22?13:04??hs\smoothImg.m
?????文件???????6252??2010-09-24?15:35??hs\Unti
?????文件???????6252??2010-09-24?15:36??hs\Unti
?????文件??????78886??2008-03-03?11:56??hs\yos10.tif
?????文件??????78908??2008-03-03?11:56??hs\yos9.tif
?????目錄??????????0??2010-09-24?15:35??hs
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???????????????417367????????????????????13
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