Sep 15, 2010 #1 S sazan Newbie level 2 Joined Sep 14, 2010 Messages 2 Helped 0 Reputation 0 Reaction score 0 Trophy points 1,281 Activity points 1,293 what is the fourier transform of this term: X(f)=∫(1/(pi*t))exp(-jwt) dt thanks sa
Sep 16, 2010 #2 Ahmed Alaa Full Member level 5 Joined Jul 22, 2009 Messages 317 Helped 61 Reputation 136 Reaction score 44 Trophy points 1,318 Location Egypt Activity points 2,965 Do you want the fourier of 1/t ?
Sep 18, 2010 #3 T Tamas888 Junior Member level 3 Joined Jun 28, 2010 Messages 25 Helped 1 Reputation 2 Reaction score 1 Trophy points 1,283 Activity points 1,445 (ln x )' ---> 1 /t ??
Sep 21, 2010 #4 I iamaeag Newbie level 6 Joined Mar 31, 2005 Messages 13 Helped 0 Reputation 0 Reaction score 0 Trophy points 1,281 Activity points 1,363 sazan said: what is the fourier transform of this term: X(f)=∫(1/(pi*t))exp(-jwt) dt thanks sa Click to expand... Do you mean this? X(w)=∫(1/(pi*t))exp(-jwt) dt=ln(w)/pi (indefinite integral ).
sazan said: what is the fourier transform of this term: X(f)=∫(1/(pi*t))exp(-jwt) dt thanks sa Click to expand... Do you mean this? X(w)=∫(1/(pi*t))exp(-jwt) dt=ln(w)/pi (indefinite integral ).
Sep 21, 2010 #5 _Eduardo_ Full Member level 5 Joined Aug 31, 2009 Messages 295 Helped 118 Reputation 238 Reaction score 103 Trophy points 1,323 Location Argentina Activity points 2,909 The Fourier transform of 1/(pi*t) is (i sgn(w))/sqrt(2 pi) ; sgn(w) is the sign of w fourier 1/(pi t) - Wolfram|Alpha
The Fourier transform of 1/(pi*t) is (i sgn(w))/sqrt(2 pi) ; sgn(w) is the sign of w fourier 1/(pi t) - Wolfram|Alpha