Use small-error PLLanalysis to show that a first-order loop [H (s) = 1] cannottrack an incoming...
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Use small-error PLLanalysis to show that a first-order loop [H (s) = 1] cannottrack an incoming signal whose instantaneous frequency is varying linearly with time (6;(1) = kr*). This signal can be tracked within a constant phase if H (s) = (s+ a)/s. It can be tracked with a zero phase error if H (s) = ( + as + b)/2. %3D Use small-error PLLanalysis to show that a first-order loop [H (s) = 1] cannottrack an incoming signal whose instantaneous frequency is varying linearly with time (6;(1) = kr*). This signal can be tracked within a constant phase if H (s) = (s+ a)/s. It can be tracked with a zero phase error if H (s) = ( + as + b)/2. %3D
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Related Book For
Discrete Mathematics and Its Applications
ISBN: 978-0073383095
7th edition
Authors: Kenneth H. Rosen
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