资源简介
在matlab中实现了自适应直方图均衡(AHE),亲测有效。
![](http://www.nz998.com/pic/71486.jpg)
代码片段和文件信息
%this is the main function
clear
clc;
img=((imread(‘24.jpg‘)));
figure;
imshow(img);
result=ahe(img8150);
figure;
imshow(result);
disp ‘done‘;
%%
function img_new=ahe(imggridlimit)
img_new=img; %img_new is the img after AHE
[mn]=size(img);
%ECR
grid_cols=grid;
grid_rows=grid;
grid_width=int32(fix(m/grid_cols));
grid_height=int32(fix(n/grid_rows));
map=zeros(grid_colsgrid_rows256);
%for each gridwe create their mapping function
for i=1:grid_cols
for j=1:grid_rows
map(ij:)=MakeHistogram(img1+(i-1)*grid_width1+(j-1)*grid_heightgrid_widthgrid_heightlimit);
end
end
%interpolate
%boundary cases I followed the Karel Zuiderveld‘s implement(C version)
xi = 1;
for i = 1:grid_cols+1
if i == 1
subx = grid_width/2;
xu = 1;
xd = 1;
elseif i == grid_cols+1
subx = grid_width/2;
xu = grid_cols;
xd = grid_cols;
else
subx = grid_width;
xu = i - 1;
xd = i;
end
yi = 1;
for j = 1:grid_rows+1
if j == 1
suby = grid_height/2;
yl = 1;
yr = 1;
elseif j == grid_rows+1
suby = grid_height/2;
yl = grid_rows;
yr = grid_rows;
else
suby = grid_height;
yl = j - 1;
yr = j;
end
UL = map(xuyl:);
UR = map(xuyr:);
DL = map(xdyl:);
DR = map(xdyr:);
subimg = img(xi:xi+subx-1yi:yi+suby-1);
subimg = Interpolate(subimgULURDLDRsubxsuby);
img_new(xi:xi+subx-1yi:yi+suby-1) = subimg;
yi = yi + suby;
end
xi = xi + subx;
end
end
%%
function map=MakeHistogram(imgstartxstartywidthheightlimit)
%make histogram
hist=zeros(1256);
for i=startx:startx+width-1
for j=starty:starty+height-1
value=img(ij);
hist(value+1)=hist(value+1)+1;
end
end
%clip and allienate noise
if (limit>0)
excess = 0;
%get the excess
for degree = 1:256
excess=excess+max(0hist(degree)-limit);
end
ts=limit-excess/256;
avginc=excess/256;
%cut them and compensate other gray level
for degree=1:256
if (hist(degree)>limit)
hist(degree)=limit;
end
%when compensatingshould not larger than limit
if (hist(degree)>ts)
excess=excess-(limit-hist(degree));
hist(degree)=limit;
else
hist(degree)=hist(deg
属性 大小 日期 时间 名称
----------- --------- ---------- ----- ----
文件 4292 2019-04-07 21:37 two.m
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