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Process Design and
Control
Dr. Eng. Rami Bechara
1
Personal Information
• 27 years old
• Degree in chemical engineering from Ecole Centrale Paris,
2011
• Doctorate from Université Lyon I, School of chemistry, 2015-
Thesis realized in IFPEN and EPFL – Specialization in Process
Engineering
• Thesis entitled: “Methodology for optimal process design:
Application to sugarcane conversion processes”
2
Syllabus
• Theoretical model of Chemical processes
• Laplace Transforms, Transfer Functions and State-Space
Models
• Dynamic Behavior of First-Order and Second-Order Systems
• Open-Loop and Closed-Loop Stability Analysis
• PID Controller Design, Analysis and Tuning
• Feed Forward, Cascade, Internal Model Control, Smith
Predictor and Multiloop Control
• Overview of Advanced control: Model Predictive Control and
Optimization
3
Summary
• Introduction to process control
• Feedback control
• Case studies
• Feedback control strategies - PID
• Future courses
4
Introduction to Process control
• Objective: Obtain and maintain desired operating conditions
• Compositions, pressures, temperatures
• By manipulating selected variables
• Flow rates
• By virtue of control valves
5
Control Strategies
• Feedback Control
• Mix of Feedback and Feedforward
• Dampening or Design modifications
6
Control Strategies
Feedback control
• Output signal is used to control input variable
• Advantages: Corrective action occurs regardless of disturbance
• Present in most industrial systems
7
Feedback control strategies
Feedback type
• Positive feedback or direct acting
• Controller output increases with error
• Case: Flow rate ↗ if leak ↗
• Vicious cycle: Boiler turned on if room T ↗
• Not commonly encountered
• Negative feedback or reverse acting
• Controller output decreases with error
• Case: Boiler turned off if room T ↗
• Most common
• Regulatory control or Disturbance rejection
• Servo control: track changing set-point
8
Case study I
Gravity Drained Tanks
9
• Case for positive feedback & Disturbance rejection
• Problem: How can disturbance changes be countered?
Case study II
Heat exchanger
• Case for negative feedback & set point tracking
• How can new set points be achieved? 10
Feedback control strategies
ON/OFF variables
• Equation
• Response
Diagram
• Case for a thermostat not applicable to precise process control 11






0if,
0if,
)(
min
max
eCO
eCO
tCO
Feedback control strategies
Proportional (P) response
• Equation
• Response Diagram
12
)()( 0 teKCOtCO C
CO0 controller bias
KC controller gain
KC > 0 KC < 0
Feedback control strategies
P response
•  Advantages
• Offset is reduced (↗ KC )
• Rather simple tuning
•  Problems:
• Greater Overshooting (↗ KC )
• Offset cannot be eliminated 
Introduction of integral control
13
Feedback control strategies
Proportional Integral (PI) response
• Equation
• Response Diagram (P vs. PI)
14








 
t
I
C tteteKCOtCO
0
0 d)(
1
)()(
 I =integral time (>0)
(also called reset time)
Integral action
contribution
Feedback control strategies
PI vs. P
15
Feedback control strategies
PI response
•  Advantages
• Offset can be eliminated
•  Problems:
• Harder tuning – 2 parameters
• Oscillatory response  Instability
• Integral controller saturation  Windup
• Unable to counter fast deviations  Introduction
of derivative action
16
Feedback control strategies
PI Derivative (PID) response
• Equation
• Response Diagram
17








  t
te
tteteKCOtCO D
t
I
C
d
)(d
d)(
1
)()(
0
0 

D (>0)
derivative time
Derivative action
contribution
Feedback control strategies
PID response
•  Advantages:
• Oscillations dampened
• Process response speeded up
• Counters fast deviations
•  Problems:
• Harder tuning – 3 parameters
• Noise amplification - Unable to handle noisy
measurements
18
P vs. PI vs. PID
19
Feedback control
PID Uses
• P-only controller: used when steady state offsets
can be tolerated-Liquid level loops
• PI – controller: used when offsets need to be
eliminated and no need for fast response - Large
proportion of feedback loops
• PID: used when need for fast response, and
process signal is noise-free – Temperature
control 20
Future courses
• Concerning feedback control
• Different PID configurations
• Strategies for parameter tuning
• Controller Characterization
• Selection of manipulated/measured variables
• Concerning other control strategies
• Disadvantage of feedback: First must allow a deviation
or error to appear before it can take action
• Solution: Inclusion of Feed Forward Control 21
References
• Textbook: Seborg, Dale E., et al. Process dynamics and control.
John Wiley & Sons, 2010 – Chapter 7
• http://controlguru.com/: Dr. Douglas Cooper, Direct Chemical
and Biochemical Engineering department, University of
Connecticut
• Further Coursework: Barry Johnston. 10.450 Process
Dynamics, Operations, and Control, Spring 2006.
(Massachusetts Institute of Technology: MIT
OpenCourseWare), http://ocw.mit.edu
22
23

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Process Design and control

  • 1. Process Design and Control Dr. Eng. Rami Bechara 1
  • 2. Personal Information • 27 years old • Degree in chemical engineering from Ecole Centrale Paris, 2011 • Doctorate from Université Lyon I, School of chemistry, 2015- Thesis realized in IFPEN and EPFL – Specialization in Process Engineering • Thesis entitled: “Methodology for optimal process design: Application to sugarcane conversion processes” 2
  • 3. Syllabus • Theoretical model of Chemical processes • Laplace Transforms, Transfer Functions and State-Space Models • Dynamic Behavior of First-Order and Second-Order Systems • Open-Loop and Closed-Loop Stability Analysis • PID Controller Design, Analysis and Tuning • Feed Forward, Cascade, Internal Model Control, Smith Predictor and Multiloop Control • Overview of Advanced control: Model Predictive Control and Optimization 3
  • 4. Summary • Introduction to process control • Feedback control • Case studies • Feedback control strategies - PID • Future courses 4
  • 5. Introduction to Process control • Objective: Obtain and maintain desired operating conditions • Compositions, pressures, temperatures • By manipulating selected variables • Flow rates • By virtue of control valves 5
  • 6. Control Strategies • Feedback Control • Mix of Feedback and Feedforward • Dampening or Design modifications 6
  • 7. Control Strategies Feedback control • Output signal is used to control input variable • Advantages: Corrective action occurs regardless of disturbance • Present in most industrial systems 7
  • 8. Feedback control strategies Feedback type • Positive feedback or direct acting • Controller output increases with error • Case: Flow rate ↗ if leak ↗ • Vicious cycle: Boiler turned on if room T ↗ • Not commonly encountered • Negative feedback or reverse acting • Controller output decreases with error • Case: Boiler turned off if room T ↗ • Most common • Regulatory control or Disturbance rejection • Servo control: track changing set-point 8
  • 9. Case study I Gravity Drained Tanks 9 • Case for positive feedback & Disturbance rejection • Problem: How can disturbance changes be countered?
  • 10. Case study II Heat exchanger • Case for negative feedback & set point tracking • How can new set points be achieved? 10
  • 11. Feedback control strategies ON/OFF variables • Equation • Response Diagram • Case for a thermostat not applicable to precise process control 11       0if, 0if, )( min max eCO eCO tCO
  • 12. Feedback control strategies Proportional (P) response • Equation • Response Diagram 12 )()( 0 teKCOtCO C CO0 controller bias KC controller gain KC > 0 KC < 0
  • 13. Feedback control strategies P response •  Advantages • Offset is reduced (↗ KC ) • Rather simple tuning •  Problems: • Greater Overshooting (↗ KC ) • Offset cannot be eliminated  Introduction of integral control 13
  • 14. Feedback control strategies Proportional Integral (PI) response • Equation • Response Diagram (P vs. PI) 14           t I C tteteKCOtCO 0 0 d)( 1 )()(  I =integral time (>0) (also called reset time) Integral action contribution
  • 16. Feedback control strategies PI response •  Advantages • Offset can be eliminated •  Problems: • Harder tuning – 2 parameters • Oscillatory response  Instability • Integral controller saturation  Windup • Unable to counter fast deviations  Introduction of derivative action 16
  • 17. Feedback control strategies PI Derivative (PID) response • Equation • Response Diagram 17           t te tteteKCOtCO D t I C d )(d d)( 1 )()( 0 0   D (>0) derivative time Derivative action contribution
  • 18. Feedback control strategies PID response •  Advantages: • Oscillations dampened • Process response speeded up • Counters fast deviations •  Problems: • Harder tuning – 3 parameters • Noise amplification - Unable to handle noisy measurements 18
  • 19. P vs. PI vs. PID 19
  • 20. Feedback control PID Uses • P-only controller: used when steady state offsets can be tolerated-Liquid level loops • PI – controller: used when offsets need to be eliminated and no need for fast response - Large proportion of feedback loops • PID: used when need for fast response, and process signal is noise-free – Temperature control 20
  • 21. Future courses • Concerning feedback control • Different PID configurations • Strategies for parameter tuning • Controller Characterization • Selection of manipulated/measured variables • Concerning other control strategies • Disadvantage of feedback: First must allow a deviation or error to appear before it can take action • Solution: Inclusion of Feed Forward Control 21
  • 22. References • Textbook: Seborg, Dale E., et al. Process dynamics and control. John Wiley & Sons, 2010 – Chapter 7 • http://controlguru.com/: Dr. Douglas Cooper, Direct Chemical and Biochemical Engineering department, University of Connecticut • Further Coursework: Barry Johnston. 10.450 Process Dynamics, Operations, and Control, Spring 2006. (Massachusetts Institute of Technology: MIT OpenCourseWare), http://ocw.mit.edu 22
  • 23. 23