In week 1, our group had a meeting about the second year project. The material was a paper whose name is Terahertz pulsed spectroscopic imaging using optimized binary masks authored by Dr. Y.C. Shen. We learned some basic knowledge about this project, the function to process the images. The image can be processed by the points on the following:
- For one specific image with fixed pixels, the first thing is to determine the numbers of the pixels. 
- Divide the image into several parts.
- Create the mask pattern with pixels. 
- Combined the original image with the mask pattern. 
- Reconstruct the image and output the reconstructed image. 
   On the first week, our group changed the numbers of the mask pattern to find the result of the reconstruction of the original image. We found that with the increasement of the mask patterns, the quality becomes better which illustrates the relationship between the mask patterns and the reconstructed image is linear. 
    The result of the program with the mask pattern size 90, 180, 270 is attached at the end.  
    The flow chart is on the following:
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| The flowchart of the image processing 
 
The code for the first week can be seen on the following: 
% test linear_rec(THzData, MaskData) 
clear all; 
 
% sample pattern 
NP=40; % number of pixels 
ima=zeros(NP);ima(:,1:3)=1; ima(:,14:16)=1; ima(:,24:26)=1; ima(:,38:40)=1; ima(1:3,:)=1;ima(14:16,:)=1;ima(24:26,:)=1; ima(38:40,:)=1; %establish a 32*32 zero matrix,sample pattern 
figure(1),subplot(2,2,1),imagesc(ima), title('original image') 
% simulate mask set data 
NM=90; % nunmber of masks 
 
% mask data 
MaskData=zeros(NM,NP*NP); 
subplot(2,2,2),im1=imagesc(ima);title('mask pattern') 
subplot(2,2,3),im2=imagesc(ima);title('combined') 
for i=1:NM 
    temp=rand(NP); temp=temp>0.5; 
    MaskData(i,:)= temp(:); 
    pause(0.1) 
    temp1=reshape(temp,NP,NP);%mask pattern 
    set(im1,'CData',temp1); 
    temp=temp1.*ima; %combined patten 
    set(im2,'CData',temp); 
end 
% THz data 
THzData=MaskData*ima(:); % simulate terahertz measurement data 
% reconstruction 
newimg=linear_rec(THzData, MaskData); % call the reconstruciton function 
% reifne and plot 
newimg=squeeze(newimg);    
newimg=newimg.*(newimg>0); 
figure(1);subplot(2,2,4),imagesc(newimg);% display the reconstructed image 
title('Results of Linear Reconstruction'); 
 
 
The result of 90 Mask Pattern 
 
The result of 180 Mask Pattern 
 
 
 
The result of 270 Mask Pattern 
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