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Find the K value range that ensures the stability of the system given below. Plot the root locus curve to scale for the range of K values ​​obtained. Then investigate the system stability both numerically and graphically for the given K value. Write the values ​​you obtained in the following places. Draw the pzmap graph obtained to scale. -K value range providing stability: -Draw the Root-Location Curve in the space below for the K value range that provides the stability. -Write the poles obtained for the given K value: K=18.3 -Stability of the System (Stable / Unstable / Marginally Stable) for a given K value: K=18.3

Find the K value range that ensures the stability of the system given below. Plot the root locus curve to scale for the range of K values ​​obtained. Then investigate the system stability both numerically and graphically for the given K value. Write the values ​​you obtained in the following places. Draw the pzmap graph obtained to scale. -K value range providing stability: -Draw the Root-Location Curve in the space below for the K value range that provides the stability. -Write the poles obtained for the given K value: K=18.3 -Stability of the System (Stable / Unstable / Marginally Stable) for a given K value: K=18.3

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Find the K value range that ensures the stability of the system given below. Plot the root locus curve to scale for the range of K values ​​obtained. Then investigate the system stability both numerically and graphically for the given K value. Write the values ​​you obtained in the following places. Draw the pzmap graph obtained to scale.

-K value range providing stability:

-Draw the Root-Location Curve in the space below for the K value range that provides the stability.

-Write the poles obtained for the given K value: K=18.3

-Stability of the System (Stable / Unstable / Marginally Stable) for a given K value: K=18.3

 

R(s) + Y(s) K s(s²+s+3) 1 (s+2)
Transcribed Image Text:R(s) + Y(s) K s(s²+s+3) 1 (s+2)
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