Q13/ A step change from 15 to 31 psi in actual pressure results in the measured response from a pressure-indicating element shown in Fig. E5.14. (a) Assuming second-order dynamics, calculate all...


Q13/ A step change from 15 to 31 psi in actual pressure results in the<br>measured response from a pressure-indicating element shown in Fig.<br>E5.14.<br>(a) Assuming second-order dynamics, calculate all important parameters<br>and write an approximate transfer function in the<br>Form R'(s)/P'(s)= K/(12s2 + 2ŢTS + 1)<br>where R' is the instrument output deviation (mm), P'is the actual pressure<br>deviation (psi).<br>(b) Write an equivalent differential equation model in terms<br>of actual (not deviation) variables.<br>12.7<br>11.2<br>2.3<br>Time (s)<br>Figure E5.14<br>(ww) y<br>

Extracted text: Q13/ A step change from 15 to 31 psi in actual pressure results in the measured response from a pressure-indicating element shown in Fig. E5.14. (a) Assuming second-order dynamics, calculate all important parameters and write an approximate transfer function in the Form R'(s)/P'(s)= K/(12s2 + 2ŢTS + 1) where R' is the instrument output deviation (mm), P'is the actual pressure deviation (psi). (b) Write an equivalent differential equation model in terms of actual (not deviation) variables. 12.7 11.2 2.3 Time (s) Figure E5.14 (ww) y

Jun 11, 2022
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