A heat transfer process has the following transfer

Chapter 14, Problem 14.1

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QUESTION:

A heat transfer process has the following transfer function between a temperature T and an inlet flow rate q where the time constants have units of minutes: T'(s) 3(1-s) Q'(s) s(2s+1) If the flow rate varies sinusoidally with an amplitude of 2 Llmin and a period of 0.5 min, what is the amplitude of the temperature signal after the transients have died out?

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QUESTION:

A heat transfer process has the following transfer function between a temperature T and an inlet flow rate q where the time constants have units of minutes: T'(s) 3(1-s) Q'(s) s(2s+1) If the flow rate varies sinusoidally with an amplitude of 2 Llmin and a period of 0.5 min, what is the amplitude of the temperature signal after the transients have died out?

ANSWER:

Problem 14.1

A heat transfer process has the following transfer function between a temperature T and an inlet flow rate q where the time constants have units of minutes:

If the flow rate varies sinusoidally with an amplitude of 2 L/min and a period of 0.5 min, what is the amplitude of the temperature signal after the transients have died out?

                                                         Step by Step Solution

Step 1 of 5

Given data:

The time period is .

The amplitude of the flow rate is .

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