correlation b/w to Diode I_V curves

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Raju Mandapti
Raju Mandapti il 20 Ago 2011
Risposto: Omar Khaled il 17 Mar 2021
i have two I-V curves of an diode.. one is simulated result another is by equation solving using matlab . Now i have to calculate error between both the curves...Please mention best way of doing it by matlab..
Thank you
  1 Commento
Rosemarie
Rosemarie il 20 Giu 2014
Hi Raju,
How did you get the I values using Matlab? Did you have to iterate values for the 5 parameters (Photocurrent, exchange current density, ideality factor, Series and shunt resistances) then eventually solved for I?
I need to do similar activity as you except that I will need to compare Icalc vs. Iexperimental.
To check if the function works, I have made a trial calculation of I using fsolve function as advised here, but I fed values of these 5 parameters. It did give me the correct numerical result. Now I have to find the values of these 5 parameters using Matlab.
Thanks.
Rosemarie

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Risposte (3)

Arturo Moncada-Torres
Arturo Moncada-Torres il 20 Ago 2011
There are several ways to calculate the error. Let's suppose the following:
theoretical = 0:10;
experimental = awgn(theoretical, 1);
figure();
hold('on');
plot(theoretical, 'b');
plot(experimental, 'r');
hold('off');
Option 1 You could subtract the absolute value of the experimental result from the theoretical result and finally the add differences, something like this:
myError = theoretical - abs(experimental);
myTotalError = sum(abs(myError));
Option 2 You could subtract the values of the experimental result from the theoretical result, elevate it to square, add the values and divide them by the number of samples, something like this:
myError = (theoretical - experimental).^2;
myTotalError = sqrt(sum(myError)/length(theoretical));
I understand that there are many other methods. However, these first two are easy to implement and are the first that come to my mind. Try them both and choose the one that fits better for your application.

joo jojow
joo jojow il 11 Set 2020
1- Let us develop a MATLAB code including (conditional and looping) to write,
debug and test the current–voltage characteristic of a p-n junction diode. The
circuit symbol for a diode is shown in Fig.2.
Fig. 2
5
Ideally, a p-n junction diode behaves as follows:
𝑉(𝑡) > 0, short circuit between terminals (a) and (b)
𝑉(𝑡) ≤ 0, open circuit between terminals (a) and (b)
More realistically, the relationship between the current through a p-n junction
diode and the voltage across it is given by 𝒊(𝒕) = 𝑰𝑺(𝒆𝑽(𝒕)⁄𝑽𝑻 −𝟏), Where 𝑉(𝑡) =
the voltage a cross the diode, in volts (-1 V to +0.8 V, in 0.2 V steps), 𝑉𝑇 = the
thermal voltage, 25.85 mV and 𝐼𝑆 = the saturation current of the diode, 10−e12A.

Omar Khaled
Omar Khaled il 17 Mar 2021
1- Let us develop a MATLAB code including (conditional and looping) to write,
debug and test the current–voltage characteristic of a p-n junction diode. The
circuit symbol for a diode is shown in Fig.2.
Fig. 2
5
Ideally, a p-n junction diode behaves as follows:
𝑉(𝑡) > 0, short circuit between terminals (a) and (b)
𝑉(𝑡) ≤ 0, open circuit between terminals (a) and (b)
More realistically, the relationship between the current through a p-n junction
diode and the voltage across it is given by 𝒊(𝒕) = 𝑰𝑺(𝒆𝑽(𝒕)⁄𝑽𝑻 −𝟏), Where 𝑉(𝑡) =
the voltage a cross the diode, in volts (-1 V to +0.8 V, in 0.2 V steps), 𝑉𝑇 = the
thermal voltage, 25.85 mV and 𝐼𝑆 = the saturation current of the diode, 10−e12A.

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