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9. Consider a square object defined by (x,y)=rect(x/2) rect(y/2). a. Evaluate and draw the projection function P45(t). b. Find the Fourier transform of P45(t).
9. Consider a square object defined by (x,y)=rect(x/2) rect(y/2). a. Evaluate and draw the projection function P45(t). b. Find the Fourier transform of P45(t). c. Find the Fourier transform of P45(t) from the two dimensional Fourier Transform d. of the object function. Compare the results found in parts (b) and (c). Are they different? Why?
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a P 4 s t rect t 1 4 rect t 3 4 b Pas t s inc t 1 4 s inc t 3 4 ...
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Discrete Time Signal Processing
Authors: Alan V. Oppenheim, Rolan W. Schafer
2nd Edition
0137549202, 978-0137549207
