When MATLAB Stopped Being Funny
Created on: April 27th, 2008
When MATLAB Stopped Being Funny
This is my final project for my MATLAB class. I have to solve this problem using MATLAB. So next time you are about to laugh at a clever KOENTMND, think about me and the fun i'm NOT having with it, and don't.

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April 27th, 2008
(0)
ill still be laughing at you.
April 27th, 2008
(4)
As a Computer Science Major, I have no clue how to use MATLAB....
April 28th, 2008
(0)
It's like C except you use it to write sh*tty little problem solving programs that your professors would murder you for handing in.
April 27th, 2008
(0)
poor kid
April 27th, 2008
(1)
have you even finished C!!! Sorry
April 27th, 2008
(0)
[ comment (and 2 replies) is below rating threshold and has been hidden ]
(0)
Can you believe it?
April 27th, 2008
(0)
did you finish C?
April 27th, 2008
(0)
I think you can't do MATLAB.
April 27th, 2008
(1)
hehehehehehehehehehehehehehehehehehehe
April 27th, 2008
(0)
this is even harder than C
April 28th, 2008
(0)
5'd for Fourier Series. I had to do this exact same thing last semester.
April 28th, 2008
(0)
It's been 14 hours and I've managed to waste 7 of them on ytmnd, and the other 7 getting half of this damn project done. Fourier series: not so great akshully
April 28th, 2008
(0)
teh answerz C
April 30th, 2008
(0)
dude that can all be done analytically...matlab not needed
April 30th, 2008
(0)
Of course it can be done analytically. But that wouldn't make for a very good final project in which you have to write the m-files to perform the analytical operations, now would it? We had to solve the integrals and plot the waveform we got to about 15 terms of accuracy. It wasn't easy at all.
April 30th, 2008
(0)
In fact, the waveform we got was a sort of curved elliptical sawtooth wave that looked like a charge as a function of time graph in a capacitor. We were given the function and it turns out that without the symbolic math features of matlab, the integrals for the coefficients were so incredibly complicated that there may not even have been solutions to them. Matlab was able to compute the integrals very quickly.
April 30th, 2008
(0)
I mean, the function for one period may have been easily integrable (in our case it wasn't), but if you look carefully the a-sub-n and b-sub-n coefficients require you to multiply the integrand by a frequency-modified sine or cosine function, which if you've taken a calculus class, can completely blow up the complexity of the integral, which it did. I would have spent hours trying to compute these integrals if it weren't for matlab.
April 30th, 2008
(-1)
heheheheheheheh
April 30th, 2014
(0)
I hope you finished C