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Optimal Operation of a Wastewater Treatment Unit Using Advanced Control Strategy Emad Ali Chemical Engineering Department King Saud University.

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Presentation on theme: "Optimal Operation of a Wastewater Treatment Unit Using Advanced Control Strategy Emad Ali Chemical Engineering Department King Saud University."— Presentation transcript:

1 Optimal Operation of a Wastewater Treatment Unit Using Advanced Control Strategy Emad Ali Chemical Engineering Department King Saud University

2 Objectives Model Utilization: –optimum operating conditions determination – testing modern control strategies Improved plant operation via advanced control strategies Comparing PID with NLMPC

3 Assumptions: well mixed units well aerated reactor X i = 0 no reaction in settler no settler dynamics ideal settler: X out = 0 Process Model

4 Mathematical Model Without Recycle : With Recycle:

5 Optimal Operating Conditions Given: S i = 1.0 g/l K= 0.1 g/l  = 0.5 l/hr Y = 0.5 g/g k d = 0.005 l/hr D c = 0.56 l/hr X rc = 0.23 g/l

6 S = substrate concentration X = biomass (cell) concentration D = dilution rate = Q/V K = saturation constant Y = yield coefficient  = maximum specific growth rate k d = endogenous decay constant D c =  (1+S i )/(S i -  (1+S i )),  = k d /  S i =S i /K X rc = S i /(1+  ) - 1/(  -1-  ),  =  /D for D>D c, conversion increase with U & X r for D X rc

7 Optimum operating point X S D X r U 3.48 0.01 0.4 6.617 1.0

8 Control Objectives Controlled Variables: Biomass Conc. (X) Substrate Conc. (S) Manipulated Variables: Dilution rate (D) Recycle ratio (U) Possible Disturbances: Inlet biomass conc. Inlet substrate conc. Inlet flow rate Recycle biomass Reaction activity Settler level Sludge flow rate Oxygen conc. Air flow rate

9 Controller design PI algorithm: Single loop scheme  u (k) = k c (e (k) - e (k-1) ) + k I e (k) NLMPC : Multivariable scheme

10 Closed-loop test for SISO case Rejection of +25% step change in Y S ss =0.04 X ss =0.38 D ss =0.2

11 Closed-loop test: MIMO case Setpoint change from arbitrary to optimal point S ss =0.04 X ss =0.38 S sp =0.01 X sp =3.5 D ss =0.2 U ss =2.0

12 Closed-loop test: MIMO case Rejection of + 10 % change in X r S sp =0.01 X sp =3.5 D ss =0.4 U ss =1.0

13 Closed-loop test: MIMO case Rejection of +0.2 step change in X i S sp =0.01 X sp =3.5 D ss =0.4 U ss =1.0

14 Closed-loop test: MIMO case Rejection of -20% step change in  S sp =0.01 X sp =3.5 D ss =0.4 U ss =1.0

15 Conclusions Optimum condition of maximum conversion and capacity is determined Optimal operation in the face of plant disturbances is obtained via good control Superiority of NLMPC over PI is observed


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