Mathew Posted November 12, 2008 Report Share Posted November 12, 2008 DO anyone know how to apply 2D Central slice theorem for 2D Fourier Transformed Image? FOr this forst we need to mapp the samples of FT in Cartesian coordinate system to Polar. Can anyone help with this? Thanks Quote Link to comment
Neville D Posted November 13, 2008 Report Share Posted November 13, 2008 QUOTE (Mathew @ Nov 11 2008, 07:19 AM) need to mapp the samples of FT in Cartesian coordinate system to Polar.Can anyone help with this? If you have Cartesian coords, you can transform to polar using Complex to Polar function from the following pallet: Programming>Numeric>Complex (Its polymorphic). N. Quote Link to comment
Mathew Posted November 13, 2008 Author Report Share Posted November 13, 2008 Hello N I have found 2D FFT for an image. Now i need to compute the Central Slices for a particular value of (r,theta). This is what i need and not direct complex to polar conversion. thankss QUOTE (Neville D @ Nov 12 2008, 06:19 PM) If you have Cartesian coords, you can transform to polar using Complex to Polar function from the following pallet:Programming>Numeric>Complex (Its polymorphic). N. Quote Link to comment
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