GP80
Civil/Environmental
- Dec 18, 2005
- 1
Hello everybody!
I have an equation:
Sd(kx,ky)=[S(kx,ky,w){X}D(kx,ky,w)] WHEN WE PUT w=0
where:
{X} is the convolution sign.
Sd(kx,ky) is a 2D matrix resulting from a 2D fft of a distorsed image.
S(kx,ky,w) is a 3D matrix resulting from a 3D fft of an image in function of time.
D(kx,ky,w) is a 3D matrix which is the distorsion created by the time on an image.
I have Sd(kx,ky) and S(kx,ky,w). Now I have to find D(kx,ky,w). Does anyone have an idea please? I am completely lost.
thanks in advance.
I have an equation:
Sd(kx,ky)=[S(kx,ky,w){X}D(kx,ky,w)] WHEN WE PUT w=0
where:
{X} is the convolution sign.
Sd(kx,ky) is a 2D matrix resulting from a 2D fft of a distorsed image.
S(kx,ky,w) is a 3D matrix resulting from a 3D fft of an image in function of time.
D(kx,ky,w) is a 3D matrix which is the distorsion created by the time on an image.
I have Sd(kx,ky) and S(kx,ky,w). Now I have to find D(kx,ky,w). Does anyone have an idea please? I am completely lost.
thanks in advance.
