NEED ANALYSIS PART $1,2,4$ PLEAAAAASE INCLUDE MATLAB CODE ALL THE THINGS YOU NEED IS IN PICTURE INCLUDING DATA $,1.$For this question, you will plot three diode characteristics. One is the calculated data from Eq$.1,$ the second is the measured data, and the third is an exponential curve that is fit to the measured data.

Refer to the partial MATLAB file in the appendix. The file has zero$-$filled arrays vdmeas and idmeas

for measured vD$,$ and iD data. Replace the data in those arrays with your measured data from Table $1.$

The program uses the $$exp$1$ exponential fitting function to create an exponential function to match

your data as closely as possible. The resulting fitted function is given by Eq$.2,$ where the a and b

terms are found by the algorithm. Once the fitting function is calculated, the program creates an array vd$1$ of finely$-$spaced voltage points from $0$ V to $0\mathrm{.}7$ V$.$ Then the program uses Eq$.2$ to find the fitted current array id$1.$

The program plots the measured data $($idmeas vs$.$ vdmeas$)$ as $$o$$ points and the fitted current array

id$1.$ Add statements to the program to calculate Eq$.1$ using the voltage array vd$1$ as input. Call your

array of currents idcalc. Modify the plot statement so all three curves are plotted. Fig. B$-1$ is an

example plot.

Generate the plot and indicate which curve is from Eq$.1.$

Compare the curves and account for differences.

$2.$ In the MATLAB command window, after running the curve matching and plotting code, type $$f$$ at

the prompt followed by Enter. The a and b values of Eq$.2$ are displayed. Use these values to find

estimates of the reverse saturation current IS and the emission coefficient n$.$ Let VT $=26$ mV$.$

$4.$ Consider the Table $3$ data. Explain why the three diodes are biased the way they are for the case

where the input voltages are $12$V$,0$V$,$ and $6$V and the case where the inputs are all $12$V$.$ WILL RATE ALL THUMBS QUICK