9. Consider a square object defined by (x,y)=rect(x/2) rect(y/2). a. Evaluate and draw the projection function...
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9. Consider a square object defined by μ(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? 9. Consider a square object defined by μ(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 ... View the full answer
Related Book For
Discrete Time Signal Processing
ISBN: 978-0137549207
2nd Edition
Authors: Alan V. Oppenheim, Rolan W. Schafer
Posted Date:
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