Team Flow Eric Parker Jason Gunn Nathan Funk. Outline zBackground zPrevious Work zModeling zResults and Conclusions zQuestions.

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Presentation on theme: "Team Flow Eric Parker Jason Gunn Nathan Funk. Outline zBackground zPrevious Work zModeling zResults and Conclusions zQuestions."— Presentation transcript:

1 Team Flow Eric Parker Jason Gunn Nathan Funk

2 Outline zBackground zPrevious Work zModeling zResults and Conclusions zQuestions

3 FLOW SYSTEM Flow Background Storage Tank Pump Flow Meter

4 Flow Background zInput = % motor speed zOutput = mass flow rate (lbs/min) zSSOC yOperating Range 10% - 90%

5

6 Previous Work zModeling Step Input zFOPDT Model zTransfer Function Parameters ytau=0.4secK=0.66 (lbs/min)/% yto=0.3sec where G=(Ke^(to*s))/(tau*s+1)

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8 Previous Work zModeling Sine Input zFOPDT Model zTransfer Function Parameters ytau=0.4secK=0.7 (lbs/min)/% yto=0.3sec zBode Plots

9

10 Bode Plots zTwo Types zPhase Angle vs Frequency zAR vs Frequency

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12

13 Bode Results zApparent Order is 1.8 zKcu = 2.6 (lbs/min)/% zFu = 0.8 Hz

14 Modeling zRoot Locus

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16 Theoretical Results zK cd =.22 zK qd =3.4 zK cu =5.2

17 Experimental Results zK cd =<.1 zK qd =1.6 zK cu =2.3

18

19 4.0 1

20 Verification z1st peak = 4.0 z2nd peak = 1.0 z1/4 =.25 decay z Frequency z 1/(31.7-30.5)=.83hz

21 53.5

22 Calculations z1st peak=37.5 - 32.5=5 z2nd peak=36-32.5=35 zDecay=(3.5/5)=.70 z Frequency z 1/(59.2-57.9) =.77hz

23 Experimental Results zK cd =<.1 zK qd =1.6 zK cu =2.3

24 Discussion Theory Experimental K cd =.22 K cd <.1 K qd =3.4 K qd =1.6 K cu =5.2 K cu =2.3

25 Conclusions zCritical damped K c value.1 zQuarter decay K c value 1.6 zUltimate Kc value 2.3

26 Q UESTIONS ?


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