I have three separate images that represent the strain of an area in the XX, XY, and YY axis. These images are all scaled the same. My goal is to combine the separate strains into one normalized strain with the following equation: E = (xx^2 + yy^2 + xy^2)^1/2. ( How can I create an array or matrix that is the size of the image that is composed of the RGB values of each image and then insert them into the equation?
Prashant Kumar answered .
2025-11-20
im1=imread('1.jpg');
im2=imread('2.jpg'); %reading the images, replace the names with appropriate file names.
im3=imread('3.jpg');
im1=double(im1);
im2=double(im2); %converting into double.
im3=double(im3);
im=(((im1.*im1)+(im2.*im2)+(im3.*im3))/3).^0.5; %applying the formula.
im=uint8(im);
im1=uint8(im1);
im2=uint8(im2); %converting back to uint8.
im3=uint8(im3);
subplot(2,2,1)
imshow(im1)
title('first image');
subplot(2,2,2)
imshow(im2)
title('second image');
subplot(2,2,3)
imshow(im3)
title('third image'); %displaying the images.
subplot(2,2,4)
imshow(im)
title('image after formula');
Hope this clears your query.