2. Submitted by
Md Mehedi Hasan
ID:201001161
Section :DC
Course:Digital
Electronics Lab
Code:EEE 304
Submitted To
M.M NAUSHAD ALI
Senior Lecturer,
Department of EEE
GREEN University OF
BANGLADESH
3. Introduction
The Fourier Transform is a mathematical technique
that transforms a function of time, x(t), to a function
of frequency, X(ω)
4. Application of Fourier Transform
Fourier transform is used in a wide range of applications
such as image analysis ,image filtering , image
reconstruction and image compression
5. Fourier Transforms are used in:
X-ray diffraction
Electron microscopy (and diffraction)•
NMR spectroscopy•
IR spectroscopy
Fluorescence spectroscopy
Image processing•
etc.
6. Real Life Using Fourier Transform :
Applications of Fourier Transforms
Analysis of differential equations
Similar to Laplace transforms
Fourier transform spectroscopy
NMR and MRI
Quantum mechanics
Sound/
signal analysis
7. Advantage of Fourier Transform :
The main advantage of Fourier analysis is that very little information is lost from
the signal during the transformation. The Fourier transform maintains
information on amplitude, harmonics, and phase and uses all parts of the
waveform to translate the signal into the frequency domain.