7. Derive the power spectral density of a. Polar non-return to zero coding b. Unipolar return...
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7. Derive the power spectral density of a. Polar non-return to zero coding b. Unipolar return to zero coding Starting with where we left off in class: _|P(), S, (f)= -ReJ2nfT T 8. Use delta modulation to quantize the signal below, with sampling rate of 0.01 and step size (delta) equal to 1 square. a. Show which bits should be transmitted for this signal. b. Identify where you see granularity noise and slope overload error by circling and labeling in the picture. 0.025 0.05 0.075 t (sec) 7. Derive the power spectral density of a. Polar non-return to zero coding b. Unipolar return to zero coding Starting with where we left off in class: _|P(), S, (f)= -ReJ2nfT T 8. Use delta modulation to quantize the signal below, with sampling rate of 0.01 and step size (delta) equal to 1 square. a. Show which bits should be transmitted for this signal. b. Identify where you see granularity noise and slope overload error by circling and labeling in the picture. 0.025 0.05 0.075 t (sec)
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To derive the power spectral density PSD of polar nonreturn to zero NRZ coding and unipolar return t... View the full answer
Related Book For
Principles of Communications Systems, Modulation and Noise
ISBN: 978-8126556793
7th edition
Authors: Rodger E. Ziemer, William H. Tranter
Posted Date:
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