Recent content by quasartek
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Q
2D delta function fourier transform
I now tried to incorporate that property and Fubini's theorem where DoubleIntegral[ f(x,y)*Delta(y - x*tan(theta)), x,y,-Inf,Inf] = f(0,0) and plugging f(0,0) into Delta(0-0) gives Delta(0,0) which is Infinity. The Fourier Transform of that is 1?- quasartek
- Post #3
- Forum: Calculus and Beyond Homework Help
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Q
2D delta function fourier transform
Homework Statement Given f(x,y) = DeltaFunction(y - x*tan(theta)) a) Plot function. b) Take Fourier transform. c) Plot resulting transform. Homework Equations Delta function condition non-zero condition DeltaFunction(0) = Infinity Sifting property of delta functions The...- quasartek
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- 2d Delta Delta function Fourier Fourier transform Function Transform
- Replies: 3
- Forum: Calculus and Beyond Homework Help