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PSE and PROCESS CONTROL
Sigurd Skogestad Department of Chemical Engineering Norwegian University of Science and Tecnology (NTNU) Trondheim, Norway PSE Education Session AMIDIQ 2012, Mexico, May 2012
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Process control is an important subject in the chemical engineering education. In addition to covering feedback control, it is often the only course in the curriculum that includes aspects of process operation and process dynamics. It can also be a difficult course to teach, especially if this is the only course, because there are many topics and concepts that one would like to include, some of which are Control crash course (3 weeks): 1. Process operation: Why do we need process control? 2. Classification of variables (inputs, outputs, disturbances, measurements) 3. Feedback versus feedforward control 4. Block diagram representation (information diagrams, causality) 5. Flowsheet representation (process & instrumentation diagrams) 6. Single-loop control: Pairing of input and outputs 7. More advanced control: Ratio control, Cascade control, 8. The control hiearchy (optimization, advanced control, basic control) 9. Process dynamics (basics): first- and second order systems, time delay, identification 10. Process modelling: balance principle 11. PID control and tuning 12. Simulation Control theory (10 weeks): 13. Laplace transforms, transfer functions 14. Closed-loop response, derivation of PID tuning rules 15. Pros and cons of high gain feedback. Stability. Change dynamics. Biological systems 16. Dynamic systems (theory). poles, zeros, state space, observability, controllability 17. Control systems (theory), frequency analysis, stability conditions, robustness 18. Controller implementation: discrete control, windup, bumpless transfer 19. Identification (theory) 20. Multivariable control: interactions, MPC I have listed the topics approximately in the order I teach them in my course. To make sure the students understand what the theory is going to be used for, I teach the 12 first topics as a 3-week "crash course". Usually, some of the theoretical material (topics 13-20) has to be deleted, and the question is which? For example, can we omit Laplace transforms and frequency analysis? This is tempting, but it also makes it difficult to derive tuning rules analytically and to really understand feedback
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PROCESS CONTROL Theory Left side of brain = logical
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PROCESS CONTROL Control structures + Practise
Right side of brain = creative
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PROCESS CONTROL Theory & practise Combine both sides!
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Process control course. Four main elements:
Process dynamics: Step responses, simulation Process control structures: Flowsheet (P&ID*). PID tuning CONTROL theory: Feedback idea, block diagrams, stability, transfer functions (Laplace), feedforward/cascade/frequency response, identification, multivariable control (MPC) PRACTISE Laboratory Simulation (Aspen, Hysys/Unisim..) SYSTEMS Modelling principles, Solution. State space models, linearization (ABCD), optimization *P&ID: Process and Instrumentation Diagrams
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Difficult course Inputs and outputs, causality Feedback Stability
Many new concepts Inputs and outputs, causality Feedback Stability New mathematics Laplace Frequency analysis System theory (ABCD) And all of this combined with practise: operation of real plants Too much for one course?
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I teach the course in two parts
”Process control” crash course (3 weeks) Focus on process control structures (P&ID) Standard process control course (11 weeks) Focus on theory
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Crash course process control
Sigurd Skogestad Institutt for kjemisk prosessteknologi Rom K4-211 More information (literature, old exams, etc.):
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Why control? Actual value(dynamic) Steady-state (average) time
Until now: Design of process. Assume steady-state Now: Operation Actual value(dynamic) Steady-state (average) time “Disturbances” (d’s)
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Example: Control of shower temperature
MVs, CVs and control
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CLASSIFICATION OF VARIABLES
flow in Hs H LC flow out OUTFLOW: INPUT FOR CONTROL INFLOW: DISTURBANCE
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BLOCK DIAGRAMS u y d ys ys-ym ym measured output
Process (shower) u input (MV) y output (CV) d Controller (brain) Measurement device ys Desired value Setpoint ys-ym error ym measured output FEEDBACK (measure output): Controller (brain) Process (shower) Measurement device FEEDFORWARD (measure disturbance): dm measured disturbance d u input (MV) y output (CV) All lines: Signals (information) Blocks: controllers and process Do not confuse block diagram (lines are signals) with flowsheet (lines are flows); see below
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Most important control structures
Feedback control Ratio control (special case of feedforward) Cascade control
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Process and instrumentation diagram (P&ID) (flowsheet)
Ts (setpoint CV) T (measured CV) TC MV (could be valve) 2nd letter: C: controller I: indicator (measurement) 1st letter: Controlled variable (CV). What we are trying to control (keep constant) T: temperature F: flow L: level P: pressure DP: differential pressure (Δp) C: composition X: quality H: enthalpy/energy
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Typical distillation control:
Two-point composition control LV-configuration with inner T-loop LV CC xD Ts TC CC xB
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Process dynamics (response)
“Things take time” Step response (step in u): k = Δy(∞)/ Δu – process gain - process time constant (63%) - process time delay Time constant : Often equal to residence time = V[m3]/q[m3/s] (but not always!) Can find (and k) from balance equations: Rearrange to match standard form of 1st order linear differential equation:
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Pairing of variables Main rule: “Pair close”
The response (from input to output) should be fast, large and in one direction. Avoid dead time and inverse responses!
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Model-based tuning (SIMC rule)
k = Δy(∞)/ Δu From step response k = Δy(∞)/ Δu – process gain - process time constant (63%) - process time delay Proposed SIMC controller tunings
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Process Control crash course (3 weeks):
1. Process operation: Why do we need process control? 2. Classification of variables (inputs, outputs, disturbances, measurements) 3. Feedback versus feedforward control 4. Block diagram representation (information diagrams, causality) 5. Flowsheet representation (process & instrumentation diagrams) 6. Single-loop control: Pairing of input and outputs 7. More advanced control: Ratio control, Cascade control, 8. The control hiearchy (optimization, advanced control, basic control) 9. Process dynamics (basics): first- and second order systems, time delay, identification 10. Process modelling: balance principle 11. PID control and tuning 12. Simulation
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Control theory (11 weeks) “standard course”
13. Laplace transforms, transfer functions 14. Closed-loop response, derivation of PID tuning rules 15. Pros and cons of high gain feedback. Stability. Change dynamics. Biological systems 16. Dynamic systems (theory). poles, zeros, state space, observability, controllability 17. Control systems (theory), frequency analysis, stability conditions, robustness 18. Controller implementation: discrete control, windup, bumpless transfer 19. Identification (theory) 20. Multivariable control: interactions, MPC
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+ 3. Practise At least have demonstration Time consuming LAB ?!!
SIMULATIONS ?!! Time consuming
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+ 4. Systems engineering General modelling principles, DAE-system
Solution of dynamic models (integration) Linearization, State space models (deviation variables) Optimization
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Conclusion: Process systems engineering (PSE) and process control
Process control is a key course Engineers must know some control! Usually too little time to focus on systems issues Need advanced course to cover process systems aspects of process control
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