Apply Your Knowledge |
20.9 To control three controlled variables you need to adjust the minimum of |
Controllability |
20.10 To control three controlled variables, you can adjust a maximum of |
Controllability |
20.11 For the 2x2 system in Figure 20.8, what is true if no interaction exists? |
Interaction |
20.12 For the 2x2 system in Figure 20.8, if all the steady-state gains are non-zero ( Kij <> 0), the system is controllable. |
Controllability |
20.13 The test for controllability (det(K) = 0) is |
Controllability |
20.14 For the process boiling water in the figure, how should the pressure and temperature be controlled |
Controllability |
20.15 The following design will control the pressure and flow of a fluid in a pipe. |
Controllability |
20.16 The following design will control the two flow rates of a fluid in a pipe. |
Controllability |
20.17 The following design is adequate for splitting the two flows |
Controllability |
20.18 The CSTR in Example 13.12 has the steady-state gain matrix below. Which of the multi-loop control designs will function correctly, i.e., could yield zero-offset, stable control? |
Interaction
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20.19 We want to design controllers for temperature and composition in the non-isothermal CSTR shown below. What is the minimum number of process reaction curve experiments that we must perform? |
Modelling |
20.20 The pressure and temperature can be controlled to independent values by the flash drum control system in the figure. |
Controllability |
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