Complex fourier Series - Example
Uploader Comments (burny1)
Top Comments
-
Thank you very much for this usefull video.
All Comments (17)
-
One of the beneffits of exponential fourier s. that it is easier to integrate.
No point in coverting it by Euler into cos and sin. Just integrate by parts the exponent itself.. 2-3 loops will do it, then the 2*Real(Cn) will give you the cooficent of An, and 2*Img(Cn) will do the Bn, sin cooficent.
-
Thank you
-
Not to nit pick, but if you cancel the cosines that go to zero when they pop up, it cleans up the work quite a bit. Doesn't really make anything simpler math wise, just less to write over and over again.
-
@system0system0 It is actually helpful when he reads the formulas. You can always fastforward the clip if you didn't know.
-
Thanks a lot!! :)It really helped!
-
this is fukin retarded, ur such a lazy fuk just readin tht shit off the paper! u dont help for shit!
-
Its the same here. Iam guessing they wants us to solve them by knowing the definitions. Wich is very hard..
theres no point in reading the formula i have eyes basicully im waiting a lot for you just to read a function . You need to eplain to me why we use it and how thus its diagram looks and acts etc...
system0system0 1 year ago
@system0system0 When recording these i'm unsure if you can see on the screen until I upload so that's why i read. I'm also the kinda guy that just learns to exams so that's all I do. These are just videos I have made for myself, I get nothing from uploading them. Sorry that you do not like.
burny1 1 year ago 8
is there any way you can explain the variables and the coefficients and why they are placed the way they are?
Starscream3777 2 years ago
@Starscream3777 Sorry i do not know which vatriables you mean. It should just be a case of following through from the definition. /watch?v=fofJkOWW8GM& is another i have done on it. Hope that helps
burny1 2 years ago