The Shockley diode equation gives the relationship between the voltage $(V)$ across a semiconductor junction and the current $(I)$ through it$.$

$I=I_0(e^{(\frac{V}{n{V}_T})}-1)$

Assume $V$ is a vector containing several voltage values. Write a MATLAB program that swill calculate a vector I of the same length containing the current corresponding to each value in $V.$

For example, you might run your program with $I_0=2{10}^{-11},n=1,V_T=25\mathrm{.}85{10}^{-3},$ and $V=[0\mathrm{.}4,0\mathrm{.}55,0\mathrm{.}65,-5,0].$

Note: In MATLAB Grader the variables I $0,n,VT,$ and $V$ have already been defined for you. You should not create new I $,n,VT$ and $V$ variables.