Q3 (a) Describe the definition of marginally stable based on s-plane poles location. (b) The characteristic equation for heat-exchanger system is as shown below: 2 R(s) = 2s +4s“ +2s° +4s2 + 2s+4 Based on Routh Hurwitz approach, determine either the system is stable or unstable.

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Q3
(a)
Describe the definition of marginally stable based on s-plane poles location.
(b)
The characteristic equation for heat-exchanger system is as shown below:
R(s) = 2s° +4s4 +2s° + 4s2 + 2s +4
Based on Routh Hurwitz approach, determine either the system is stable or unstable.
Transcribed Image Text:Q3 (a) Describe the definition of marginally stable based on s-plane poles location. (b) The characteristic equation for heat-exchanger system is as shown below: R(s) = 2s° +4s4 +2s° + 4s2 + 2s +4 Based on Routh Hurwitz approach, determine either the system is stable or unstable.
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