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The plot below shows the complex conjugate poles for two second order systems (A) and (B) with the same gains. The simulation response of y(t) responding to a step input for u(t) is shown for you in response panel (A). Sketch the response for system (B) to the best of your ability. Parameter c is a real number such that c < −2. You may complete the sketch directly on the figure, or in your answer book. ☑ XB (B) (A) 3× -C -2 -1 ☑ ... -2 -1 Im T 2 1 2 : Re Response (B) Response (A)

The plot below shows the complex conjugate poles for two second order systems (A) and (B) with the same gains. The simulation response of y(t) responding to a step input for u(t) is shown for you in response panel (A). Sketch the response for system (B) to the best of your ability. Parameter c is a real number such that c < −2. You may complete the sketch directly on the figure, or in your answer book. ☑ XB (B) (A) 3× -C -2 -1 ☑ ... -2 -1 Im T 2 1 2 : Re Response (B) Response (A)

Power System Analysis and Design (MindTap Course List)
Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter6: Power Flows
Section: Chapter Questions
Problem 6.10MCQ
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The plot below shows the complex conjugate poles for two second order systems (A) and (B) with the same gains. The simulation response of y(t) responding to a step input for u(t) is shown for you in response panel (A). Sketch the response for system (B) to the best of your ability. Parameter c is a real number such that c < −2. You may complete the sketch directly on the figure, or in your answer book. ☑ XB (B) (A) 3× -C -2 -1 ☑ ... -2 -1 Im T 2 1 2 : Re Response (B) Response (A)
Transcribed Image Text:The plot below shows the complex conjugate poles for two second order systems (A) and (B) with the same gains. The simulation response of y(t) responding to a step input for u(t) is shown for you in response panel (A). Sketch the response for system (B) to the best of your ability. Parameter c is a real number such that c < −2. You may complete the sketch directly on the figure, or in your answer book. ☑ XB (B) (A) 3× -C -2 -1 ☑ ... -2 -1 Im T 2 1 2 : Re Response (B) Response (A)
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