Question: In a significant number of cases, the open-loop transfer function from fluid flow to fluid temperature in a parabolic trough collector can be approximated (Camacho,

In a significant number of cases, the open-loop transfer function from fluid flow to fluid temperature in a parabolic trough collector can be approximated (Camacho, 2012) by:

K P(s) = -sT re 1+rs)

a. Write an analytic expression for the unit step response of the open loop system assuming that h(t) represents the output temperature and q(t) the input fluid flow.

b. Make a sketch of the unit step response of the open-loop system. Indicate on your figure the time delay, the settling time, the initial and final values of the response, and the value of the response
when t = τ + T.

c. Call the output temperature h(t) and the input fluid flow q(t). Find the differential equation that represents the open-loop system.

K P(s) = -sT re 1+rs)

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a To find the unit step response of the openloop system we can take the Laplace transform of the giv... View full answer

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