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CONTUN - Controller Tuning Problem

The temperature of a continuous flow of material through a steam-heated stirred tank is controlled by regulating the flow of steam. The tank temperature is measured by a thermocouple set inside a thermowell, giving a delayed temperature measurement response. This example is based on that of Robinson (1975). [Pg.514]

The temperature of both thermocouple and thermowell are each described by first-order lag equations, so that  [Pg.515]

Lambda=537 Ws0 = 0.2 Kc=l.5 TRset = 4 0 TAUc=0.1 TAUw=0.3 TAUi=5 Time CINT=0 INTERACT  [Pg.516]

Feed temperature Latent heat of vaporization Average steam mass flow Proportional gain Set temperature of tank Time constant of thermocouple Time constant of thermowell constant of integral control 1,TFIN=30,NOCI=3 RESET GOTOl [Pg.516]

Controller Constant Constant Constant Constant Constant Constant Constant Constant Constant Constant Constant Constant 1 SIM  [Pg.516]

5 Simulation Tools and Examples of Chemical Engineering Processes [Pg.480]

Allow the tank to achieve steady-state operation in the absence of control (Kp = 0). Use the resulting process reaction curve to estimate combined proportional and integral control parameters. Then use the obtained steady-state values as the initial values for a following sequence of runs. [Pg.481]

Experiment with the influence of different values of the measurement time constants, Xc and X v, Plot all the temperatures to compare the results. [Pg.481]

Robinson, E.R. (1975) Time Dependent Processes, Applied Science Publishers. [Pg.481]


See other pages where CONTUN - Controller Tuning Problem is mentioned: [Pg.514]    [Pg.427]    [Pg.632]    [Pg.478]    [Pg.514]    [Pg.427]    [Pg.632]    [Pg.478]   


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