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December 14, 2019 10:13
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Magnifier Glass effect in MATLAB
c = 0.2;
f = @(z) sqrt(1 - z.^2) - c;
x0 = -0.87;
x1 = c * x0 / sqrt(1 - x0^2);
clf
hold on
axis equal
axis off
x = linspace(-1, 1, 100);
plot(x, f(x), 'b');
plot(x, 0*x, 'k-');
line([x0 x1], [f(x0) 0], 'Color', 'r', 'LineStyle', '--');
line([ 0 x1], [-c 0], 'Color', 'r', 'LineStyle', ':');
plot(x1, 0, 'ro', 'MarkerSize', 5);
plot(0, -c, 'r+');
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original_image = imread('butterfly.jpg'); | |
[n m c] = size(original_image); | |
assert(c == 3); | |
angles = linspace(0, 20 * pi, 1000); | |
for i=1:length(angles) | |
radius = 200; | |
c = 0.5 + sin(angles(i)) / 2; | |
[x y] = meshgrid(1:m, 1:n); | |
center = [radius, 200]; | |
dy = y - center(1); | |
dx = x - center(2); | |
r0 = hypot(dx, dy) ./ radius * 2; | |
quot = c ./ sqrt(1 - r0.^2); | |
quot(r0.^2 > sqrt(1 - c^2)) = 1; | |
nx = center(1) + round(dx .* quot); | |
ny = center(2) + round(dy .* quot); | |
idx = n * (nx - 1) + ny; | |
new_image = reshape(original_image([idx(:); m*n+idx(:); 2*m*n+idx(:)]), n, m, 3); | |
imshow(new_image); | |
pause(0.01); | |
end |
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Hello, excellent code! Is there any chance that you can explain how did you calculate that algorithm? i've been trying to understand , but so far, i haven't been able to fuly get it.
Thank You