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\پایان{دستهبندیچپ}
\پایان{مراجع}\پایاندوستون
\ضمیمهبعدازصفحه
\قسمت{پیوست}
پیوست ۱. )کد متلب الگوریتم تشخص آسیب($:$
\\
\begin{equation*}٪٪
\%Step1\\
U=xlsread\left('Undamaged\,Signal.xlsx','Sheet1'\right);\\
D=xlsread\left('Damaged\,Signal.xlsx','Sheet1'\right);\\
\%Step2\\
\left[{m,n}\right]=size\left(U\right);\\
x1
=linspace\left(0,L,n\right);y1=linspace\left(0,W,m\right);N=
2;\\
x2=linspace\left(0,L,N*n\right);y2=linspace\left(0,W,N*m
\right);\\
\left[X1,Y1\right]=meshgrid\left(x1,y1\right);\\
\left[{X2,Y2}\right]=meshgrid\left({x2,y2}\right);
\end{equation*}
\begin{equation*}٪٪
\begin{cases}
Ui=interp2\left({X1,Y1,U,X2,Y2,'spline'}\right);\\
Di=interp2\left({X1,Y1,D,X2,Y2,'spline'}\right);
\end{cases}
\\
\%Step3\\
\left[{m1,n1}\right]=size\left({Ui}\right);
\\
DIL=zeros\left({m1,n1}\right);DIW=zeros\left({m1,n1}\right);
\\
wname='coif5';scale=2;
\\
\begin{cases}
for\quad{i}=1:m1\\
if\quad Teta\left(Ui\left({i,:}\right),Di\left({i,:}\right)\right)>90\\
DIL\left( {i,:} \right) = abs\left(cwt\left(Ui\left(i,:\right) +
Di\left( {i,:} \right),scale,wname\right)\right);\\
else\\
DIL\left( {i,:} \right) = abs\left(cwt\left(Ui\left({i,:} \right) -
Di\left( {i,:} \right),scale,wname\right)\right);\\
end\\
end\\
\end{cases}
\end{equation*}
\begin{equation*}٪٪
k1=floor\left(n1/10\right);\\
DIL\left(:,1:k1+1\right)=0;DIL\left(:,n1-k1:n1\right)=0
\\
\begin{cases}
for\quad j = 1:n1\\
if\quad Teta\left(Ui\left({:,j}\right),Di\left({:,j}\right)\right) >
90\\
DIW\left( {:,j} \right) = abs\left(cwt\left(Ui\left( {:,j} \right) +
Di\left( {:,j} \right),scale,wname\right)\right);\\
else\\
DIW\left( {:,j} \right) = abs\left(cwt\left(Ui\left( {:,j} \right) -
Di\left( {:,j} \right),scale,wname\right)\right);\\
end\\
end
\end{cases}
\\
k2=floor\left(m1/10\right);\\
DIW\left(1:k2+1,:\right)=0;DIW\left(m1-k2:m1,:\right)=0
\\
\%Step4\\
figure\left(1\right);surf\left(X2,Y2,DIL\right)\\
figure\left(2\right);surf\left(X2,Y2,DIW\right)\\
\%End
\end{equation*}
٪\ضمیمهبعدازصفحه
پیوست ۲. )کد متلب تابع Teta($:$
\begin{equation*}٪٪
\begin{cases}
function\;\left[ z \right] = Teta\left( {X,Y} \right)\\
z = a\cos d\left( {{{dot\left( {X,Y} \right)} \mathord{\left/
{\vphantom {{dot\left( {X,Y} \right)} {\left( {norm\left( X \right) *
norm\left( Y \right)} \right)}}} \right.
\kern-\nulldelimiterspace} {\left( {norm\left( X \right) * norm\left( Y
\right)} \right)}}} \right)\\
end
\end{cases}
\end{equation*}
)