2D Discrete Fourier transform can be obtained by the formula given by:
The function(image) has a size of NxM. Using the function fft2, it performs the fourier transform along the rows and ftt performs the fourier transform along the columns.
Answers to questions:
a) In a light bulb a Fmax of the llight bub is 120 Hz. To get the threshold sampling interval, use the equation T= 1/(Fmax*2) which is equal to the value 4.16ms.
b) Increasing the total number of samples N increases the height because you increase the number of samples.
c) Decreasing sampling interval Δt decreases the frequency of the signal (if you decrease the total time T) thus shifting the peak to a lower value and increasing the peak (if you increase the total number of samples N).
d) Fixing time interval T but increasing the N increases the height of the peak (same as the answer to question b).
In this activity, I will give myself a grade of 8.5 for the reason that few of my answers came from my collaborator.
Collaborator:
Rafael Jaculbia
Wednesday, July 2, 2008
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