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Reposted from
muaddib
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larrygreensky
muaddib
larrygreensky
Whew... So the fourier transform here has a little of misleading symbolics. Normally the exponent would read -i*2*pi*f*x OR -i*omega*x with omega being 2*pi*f
Writing -i*2*pi*omega*x assumes omega to be the frequency rather than the angular frequency, yet in literature you will find omega to almost *always* be the angular frequency
Sorry to be the killjoy here, but I had to clarify as someone who uses the transform quite *drumroll* frequently
I have to admit I didn't look too careful before rebloging. And also - it's been a few years since I had to use the fourier transform, so I wouldn't have catched it anyway :D
Thanks for the great explanation!
I'm always happy to be corrected and learn something.
Ah it was just my smartassness kicking me saying: "yes, buuuut..." :D
It's not a problem actually (so the formula is correct as is) but notation is kind of misleading (at least for electrical engineers) :p