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Fourier transform
10-26-2015, 07:01 PM
Post: #9
RE: Fourier transform
(10-26-2015 06:44 PM)salvomic Wrote:  
(10-26-2015 06:39 PM)Archanus Wrote:  ...
You made a nice program to find the coeff Smile of the Fourier Series, Trigonometric & Exponential Smile [/b][/color]

thank you for compliments :-)
I hope also to have that, as I wrote in the original post.
Tim says well that the Prime has all the other forms of Fourier transform (that are sure more used) but this one would complete the series...

Salvo

You're welcome Smile

Hey Smile For the Coeff An that is: https://upload.wikimedia.org/math/8/c/2/...7b6ceb.png

In the HP Prime: fourier_bn(t,t,2,-1,1) ; in other words that function to implement in Fourier Series but the Period is from -1 to 1, so it's 2... I use bn because it's an odd function so a0 & an == 0

In Wolfram Mathematica and the HP Prime is a lot of different, please help Sad


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Messages In This Thread
Fourier transform - salvomic - 04-13-2015, 10:08 PM
RE: Fourier transform - salvomic - 04-14-2015, 08:44 PM
RE: Fourier transform - Archanus - 10-26-2015, 05:00 AM
RE: Fourier transform - salvomic - 10-26-2015, 07:27 AM
RE: Fourier transform - Archanus - 10-26-2015, 06:39 PM
RE: Fourier transform - salvomic - 10-26-2015, 06:44 PM
RE: Fourier transform - Archanus - 10-26-2015 07:01 PM
RE: Fourier transform - Tim Wessman - 10-26-2015, 02:17 PM
RE: Fourier transform - Archanus - 10-26-2015, 06:47 PM



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