drdrawfig13.m
来自「beamlet变化的工具箱」· M 代码 · 共 117 行
M
117 行
function dRDrawFig13(OpenNewWindow,HaveTitle,LoadData)
% if you don't want to process it, set LoadData=1
if nargin<3
LoadData=0;
end
if nargin<2
HaveTitle=1;
end
if nargin<1
OpenNewWindow=1;
end
if OpenNewWindow
figure
end
if LoadData
load HalfDome2
end
% Illustrate HalfDome FT in graymap
if LoadData
img = HalfDome2;
else
img = MakeHalfDomeImage(128,30,pi/3,3);
end
MaxDeep = 7;
%
xgrid = linspace(-1,1,128);
ygrid = linspace(-1,1,128);
%
%figure
subplot(1,2,1)
Ghat = fft2(img);
imagesc( xgrid,ygrid,sqrt(fftshift(abs(Ghat))));
axis('square'); colormap(1-hot);
if HaveTitle
title(' 2-d FFT of HalfDome on sqrt scale')
end
%
axcart = axis;
set (gca,'XTick',[]);
set (gca,'YTick',[]);
% drawnow;
%print -depsc RawFig13a.eps
%
%figure
subplot(1,2,2)
imagesc(sqrt( fftshift(abs(Ghat))))
axis('square'); colormap(1-hot)
%
if HaveTitle
title('2-d FFT of HalfDome (sqrt scale) and Ridgelet Tiling')
end
axcart = axis;
% drawnow;
hold on;
% Modified Code for Plotting Ridgelet Tiling
%
xmin = axcart(1); xmax = axcart(2);
ymin = axcart(3); ymax = axcart(4);
xcen = (xmax + xmin)/2;
ycen = (ymax + ymin)/2;
xscl = (xmax - xmin)/2;
yscl = (ymax - ymin)/2;
%
J=6;
for j=0:J,
rj = 2^(-j);
ij = (J-j);
nij = 2^(ij)*2;
for l=0:(nij-1),
thetal = 2*pi*l ./ nij;
poutx = rj * cos(thetal); pouty = rj * sin(thetal);
pinx = poutx/2; piny = pouty/2;
ptx = [poutx pinx]; pty = [pouty piny];
pptx = xcen + (ptx) .* xscl;
ppty = ycen + (pty) .* yscl;
plot(pptx,ppty,'-k')
end
plotcircle_black(rj,axcart);
end
axis('square')
set (gca,'XTick',[]);
set (gca,'YTick',[]);%
%print -depsc RawFig13b.eps
% Copyright (c) 2002 Ana Georgina Flesia
%% Part of BeamLab Version:200% Built:Friday,23-Aug-2002 00:00:00% This is Copyrighted Material% For Copying permissions see COPYING.m% Comments? e-mail beamlab@stat.stanford.edu%%% Part of BeamLab Version:200% Built:Saturday,14-Sep-2002 00:00:00% This is Copyrighted Material% For Copying permissions see COPYING.m% Comments? e-mail beamlab@stat.stanford.edu%
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