Recent content by Marie_Curie
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Fourier transform of the hyperbolic secant function
Oh yes, sure! Now I got it :) Thank you very much! :) And have a nice evening! _MARIE_- Marie_Curie
- Post #5
- Forum: Calculus and Beyond Homework Help
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Fourier transform of the hyperbolic secant function
Aaahh, wonderful! Thank you! Just one more question... where does the Term (-1)^n come from? Thanks a lot! MARIE- Marie_Curie
- Post #3
- Forum: Calculus and Beyond Homework Help
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Fourier transform of the hyperbolic secant function
Homework Statement Hi there! I'm just trying to figure out the Fourier transform of the hyperbolic secant function... I already know the outcome: 4\sum\ ((-1)^n*(1+2n))/(ω^2*(2n+1)^2) But sadly, I cannot figure out how to work round to it! :( maybe one of you could help me... Homework...- Marie_Curie
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- Fourier Fourier transform Function Hyperbolic Secant Transform
- Replies: 5
- Forum: Calculus and Beyond Homework Help