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Objectives
Upon completing this topic, you should know;
 the fundamentals of Control System
 the comparison between open loop and closed
loop control schemes
 the design objectives of acquiring control system
Student activity 1: Brainstorming
In 1 minutes, discuss with your partner what
a “Control System” is all about ?
3
 Control System Definition
- Consists of subsystems and processes/plants assembled
for the purpose of controlling the outputs of the processes.
- Provides an output or response for a given input or stimulus
- A control system is an interconnection of components
forming a system configuration that would provide a desired
output in response to input signals.
4
Input; stimulus
Desired response
Output; response
Actual response
Control
System
Basic Block Diagram of Control System
Control System Objectives
 Control/regulate the output from some
process to be constant at the
required/desired value.
 Make the process output follow a
particular changing form.
5
 In addition, we can
 move large equipment with precision
 point huge antennas toward the farthest reaches of
universe to pick up faint radio signals
Advantages of Control System
• We build control systems for four primary reasons:
 -Power amplification - e.g. radar antenna position
 -Remote control - e.g. robots in contaminated areas
 -Convenience of input form - e.g. temperature control
system
 -Compensation for disturbances - e.g. antenna position
in the presence of strong wind
Some Examples Of Control System
Applications
1. The student-teacher learning process.
2. Modern ship uses electrical, mechanical and hydraulic components to
develop rudder commands in response to desired heading commands to
steer the ship.
Simplified block diagram of a ship steering control
Steel plate thickness control system
3. Thickness control system for a steel plate finishing mill.
4. Aircraft wing control system.
5. Anti-aircraft radar-tracking control system.
 A control system responses to an input by undergoing a
transient response, before reaching a steady state.
 Response characteristic – input, output, transient response,
steady-state response and steady-state error
Response Characteristics
desired response
Actual response
gradual change before the steady
state response
differences between
input and output
 Input/stimulus – a desired response
 Output – the actual response
 Transient response – a gradual change from one
steady state to another when there are changes in
the input
 Steady-state response – a state after transient
component settle down
 Only exists for a stable system
 Steady-state error – the differences between input
and output
Response Characteristics
 A typical response of a system to a step input.
 The output signal of OLCS is not fed back to influence the control action
 The control action of an OLCS depends only on the input signal
 OLCS are not capable of filtering disturbances or noise
 OLCS are suitable when input signal for satisfactory system performance
can be estimated/approximated and does not change
 Advantages of OLCS are that its structure is simple compared to a closed
loop control system and is cheaper to build.
15
 The output signal of a CLCS is fed back to influence the control action and
improve the overall system performance
 Examples: robot arms, velocity control systems, temperature control systems
 However, in practical, a combination of both OLCS and CLCS is normally used.
For example, washing machine: the process of filling up the tank with water is a
CLCS operation, while the process of washing and rinsing is an OLCS operation
16
17
OLCS
CLCS
CLCS
OLCS & CLCS
OLCS
Try draw the block diagram of
the systems
Type of System Advantages Disadvantages Examples
OLCS • Simple construction and ease
of maintenance.
• Less expensive than a
corresponding closed-loop
control system
• There is no stability problem
• Convenient when output is
hard to measure or
measuring the output
precisely is economically not
feasible
• The system response
very sensitive to
external disturbance
and internal variations
in system parameters.
• Recalibration is
necessary from time to
time in order to
maintain the required
quality in the output
• Toaster
• Rice cooker
• Electric fan
• Photocopy machine
CLCS • insensitive to external
disturbance and internal
variations in system
parameters.
• Possible to use relatively
inaccurate and inexpensive
components to obtain the
accurate control of a given
plant.
• Better control of transient &
steady-state response
• Increased accuracy
• Increased ability to reproduce
output with varied input
• Risk instability
• Complexity in analysis
and implementation
and expensive
• Positioning CS (robot
arms)
• Velocity CS (vehicles
cruise system)
• Temperature CS
(Air-conditioner)
18
19
Steering a car on a curve road
Desired
direction
Actual
direction
Discuss how to control a car when driving
on a curve road??
Block Diagram
20
Input
Controller
Plant
Sensor
Block Diagram
Output
21
Input
Controller
Plant
Sensor
Gyro
Output
Pilot
 Lets see some animation on control
system!!
22
 Control systems are dynamic : they
response to an input by undergoing a
transient response before reaching
steady-state response that generally
resembles the input.
 3 major objectives:-
 Producing the desired transient response
 Reducing steady-state error
 Achieving stability
Analysis And Design Objectives
 Three major objectives:
1 Producing the desired transient response
2 Reducing steady-state error
3 Achieving stability
Analysis And Design Objectives
 i) Producing the desired transient response. Transient
response is the case when the plant is changing from
one steady state to another, when there are change in
the input signal; example: elevator
 ii) Reducing steady state error. Steady state response
only exist for stable system. An important characteristic
for design is the steady state error. Example an elevator
that does not stop at the same level at the floor may
cause serious accident to its passengers.
 iii) Achieving stability: A system that can produce a
consistent/steady output is a stable system. An unstable
system is harmful to the plant and may cause serious
accidents.
Analysis And Design
Objectives
Transient Response
 Important in control system
 E.g. In the case of an elevator, a slow transient makes
passenger impatient, whereas an excessively rapid
response makes them uncomfortable.
 Too fast a transient response could cause permanent
physical damage.
 Therefore, we have to analyze the system for its existing
transient response.
 Then, adjust parameters or design components to yield a
desired transient response.
Analysis And Design
Objectives
Steady-State Response
 This response resembles the input and is usually what
remains after the transients have decayed to zero.
 We define steady-state errors quantitatively,
 Analyze a system’s steady-state error, and then
 Design corrective action to reduce this error.
Analysis And Design
Objectives
The Design Process
 The design of a control system follows
these steps:
Computer Aided Design
(CAD)
 Using computer, we can perform analysis,
design and simulation with one program.
 With the ability to simulate a design
rapidly, we can easily make changes and
immediately test a new design.
 In this subject, we use ScicosLAb for CAD.
30
Try more examples
in Nise Book
(Chapter 1)!!

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Chapter1_Introduction_to_Control_System.pptx

  • 2. Objectives Upon completing this topic, you should know;  the fundamentals of Control System  the comparison between open loop and closed loop control schemes  the design objectives of acquiring control system
  • 3. Student activity 1: Brainstorming In 1 minutes, discuss with your partner what a “Control System” is all about ? 3
  • 4.  Control System Definition - Consists of subsystems and processes/plants assembled for the purpose of controlling the outputs of the processes. - Provides an output or response for a given input or stimulus - A control system is an interconnection of components forming a system configuration that would provide a desired output in response to input signals. 4 Input; stimulus Desired response Output; response Actual response Control System Basic Block Diagram of Control System
  • 5. Control System Objectives  Control/regulate the output from some process to be constant at the required/desired value.  Make the process output follow a particular changing form. 5
  • 6.  In addition, we can  move large equipment with precision  point huge antennas toward the farthest reaches of universe to pick up faint radio signals Advantages of Control System • We build control systems for four primary reasons:  -Power amplification - e.g. radar antenna position  -Remote control - e.g. robots in contaminated areas  -Convenience of input form - e.g. temperature control system  -Compensation for disturbances - e.g. antenna position in the presence of strong wind
  • 7. Some Examples Of Control System Applications 1. The student-teacher learning process.
  • 8. 2. Modern ship uses electrical, mechanical and hydraulic components to develop rudder commands in response to desired heading commands to steer the ship. Simplified block diagram of a ship steering control
  • 9. Steel plate thickness control system 3. Thickness control system for a steel plate finishing mill.
  • 10. 4. Aircraft wing control system.
  • 12.  A control system responses to an input by undergoing a transient response, before reaching a steady state.  Response characteristic – input, output, transient response, steady-state response and steady-state error Response Characteristics desired response Actual response gradual change before the steady state response differences between input and output
  • 13.  Input/stimulus – a desired response  Output – the actual response  Transient response – a gradual change from one steady state to another when there are changes in the input  Steady-state response – a state after transient component settle down  Only exists for a stable system  Steady-state error – the differences between input and output Response Characteristics
  • 14.  A typical response of a system to a step input.
  • 15.  The output signal of OLCS is not fed back to influence the control action  The control action of an OLCS depends only on the input signal  OLCS are not capable of filtering disturbances or noise  OLCS are suitable when input signal for satisfactory system performance can be estimated/approximated and does not change  Advantages of OLCS are that its structure is simple compared to a closed loop control system and is cheaper to build. 15
  • 16.  The output signal of a CLCS is fed back to influence the control action and improve the overall system performance  Examples: robot arms, velocity control systems, temperature control systems  However, in practical, a combination of both OLCS and CLCS is normally used. For example, washing machine: the process of filling up the tank with water is a CLCS operation, while the process of washing and rinsing is an OLCS operation 16
  • 17. 17 OLCS CLCS CLCS OLCS & CLCS OLCS Try draw the block diagram of the systems
  • 18. Type of System Advantages Disadvantages Examples OLCS • Simple construction and ease of maintenance. • Less expensive than a corresponding closed-loop control system • There is no stability problem • Convenient when output is hard to measure or measuring the output precisely is economically not feasible • The system response very sensitive to external disturbance and internal variations in system parameters. • Recalibration is necessary from time to time in order to maintain the required quality in the output • Toaster • Rice cooker • Electric fan • Photocopy machine CLCS • insensitive to external disturbance and internal variations in system parameters. • Possible to use relatively inaccurate and inexpensive components to obtain the accurate control of a given plant. • Better control of transient & steady-state response • Increased accuracy • Increased ability to reproduce output with varied input • Risk instability • Complexity in analysis and implementation and expensive • Positioning CS (robot arms) • Velocity CS (vehicles cruise system) • Temperature CS (Air-conditioner) 18
  • 19. 19 Steering a car on a curve road Desired direction Actual direction Discuss how to control a car when driving on a curve road?? Block Diagram
  • 22.  Lets see some animation on control system!! 22
  • 23.  Control systems are dynamic : they response to an input by undergoing a transient response before reaching steady-state response that generally resembles the input.  3 major objectives:-  Producing the desired transient response  Reducing steady-state error  Achieving stability Analysis And Design Objectives
  • 24.  Three major objectives: 1 Producing the desired transient response 2 Reducing steady-state error 3 Achieving stability Analysis And Design Objectives
  • 25.  i) Producing the desired transient response. Transient response is the case when the plant is changing from one steady state to another, when there are change in the input signal; example: elevator  ii) Reducing steady state error. Steady state response only exist for stable system. An important characteristic for design is the steady state error. Example an elevator that does not stop at the same level at the floor may cause serious accident to its passengers.  iii) Achieving stability: A system that can produce a consistent/steady output is a stable system. An unstable system is harmful to the plant and may cause serious accidents. Analysis And Design Objectives
  • 26. Transient Response  Important in control system  E.g. In the case of an elevator, a slow transient makes passenger impatient, whereas an excessively rapid response makes them uncomfortable.  Too fast a transient response could cause permanent physical damage.  Therefore, we have to analyze the system for its existing transient response.  Then, adjust parameters or design components to yield a desired transient response. Analysis And Design Objectives
  • 27. Steady-State Response  This response resembles the input and is usually what remains after the transients have decayed to zero.  We define steady-state errors quantitatively,  Analyze a system’s steady-state error, and then  Design corrective action to reduce this error. Analysis And Design Objectives
  • 28. The Design Process  The design of a control system follows these steps:
  • 29. Computer Aided Design (CAD)  Using computer, we can perform analysis, design and simulation with one program.  With the ability to simulate a design rapidly, we can easily make changes and immediately test a new design.  In this subject, we use ScicosLAb for CAD.
  • 30. 30 Try more examples in Nise Book (Chapter 1)!!