Question

Suppose an active whip is designed in the feedback arrangement of the first paragraph. Let the no-load transfer function be $A(f)=A_o /\left(1+j f / f_o\right)$ and let the output have a series resistance $R_o$. Analyze the system for stability. 

    Suppose an active whip is designed in the feedback arrangement of the first paragraph. Let the no-load transfer function be $A(f)=A_o /\left(1+j f / f_o\right)$ and let the output have a series resistance $R_o$. Analyze the system for stability.
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Small Antenna Design (Communications Engineering Series)
Small Antenna Design (Communications Engineering Series)
Douglas B. Miron 1st Edition
Chapter 8, Problem 18 ↓

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An active whip is an antenna system with active components, and the feedback arrangement suggests that some portion of the output is fed back to the input. The no-load transfer function A(f) = Aâ‚€/(1+jf/fâ‚€) represents the frequency response of the system without  Show more…

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Suppose an active whip is designed in the feedback arrangement of the first paragraph. Let the no-load transfer function be $A(f)=A_o /\left(1+j f / f_o\right)$ and let the output have a series resistance $R_o$. Analyze the system for stability.
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