Thanks **Description:**The image presents a control system with the task of finding the value of K that will position the closed-loop poles as depicted.**System Components:**- **R(s):** Input signal. - **Block 1:** Transfer function \( s^2 \).- **Summation Point 1:** Subtracts feedback from the output of the \( s^2 \) block.- **Block 2:** Transfer function \( \frac{K}{s^2} \) leading to output \( C(s) \).- **Block 3:** Transfer function \( \frac{2}{s} \) providing feedback to the summation point.- **Block 4:** Transfer function \( \frac{1}{s+1} \) also providing feedback to the summation point.- **Summation Point 2:** Adds the outputs of the feedback transfer functions before returning to the input summation point.**Pole-Zero Plot:**- **Axes:** - Horizontal axis (\( \sigma \)): Represents the real part of the poles. - Vertical axis (\( j\omega \)): Represents the imaginary part of the poles.- Two poles (marked with 'X') are situated symmetrically across the real and imaginary axes, indicating desired closed-loop pole positions.**Objective:**Identify the value of \( K \) that will adjust the system such that the closed-loop poles align with the given points on the pole-zero plot.

The value of K can be calculated by calculating the closed loop transfer function and then solve for…

Answered: Find the value of K for the system…

Find the value of K for the system given below that will place the closed-loop poles as shown.

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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