Pneumatic control valve
Actual Pneumatic Control Valve
Typical Actuator & Valve
introduction to actuator
Actuator power
Actuator Fluids
Diaphragm Actuator
Positioner Indicator
Valve Body
Valve Plugs
Reverse & Direct Actuators
Air-To-Open vs. Air-To-Close
control valve
Controller Tuning
Selection of controller modes
Tuning Rules
Ziegler – Nichols Controller Settings
2. Introduction to Pneumatic Control Valve
•A valve in which the force of compressed air
against a diaphragm is opposed by the force of
a spring to control the area of opening for a
fluid stream.
•It consist of an actuator and a valve.
•The actuator moves the valves stem as the
pressure on a spring loaded diaphragm
changes.
7. INTRODUCTION TO ACTUATOR
•Actuator converts the command signal from
controllers or higher-level components into
physical adjustment in adjustable process
variable.
8. Actuator
•It convert controller output signal (4-20 mA
or 3-15 psig) to physical adjustment in the
process input variables.
•For process control, the most common type
of actuator is the control valve.
•Others include
– Variable speed pumps
– Hydraulic actuators
9. Actuator power
•Pneumatic: simple, low cost, fast, low torque
•Electric: motor and gear box, high torque,
slow
•Hydraulic: high torque, fast, expensive
17. Air-To-Open vs. Air-To-Close
•Air-to-Open (+ gain)
More air →larger opening No air → Valve closes.
•Air-to-Close (- gain)
More air →smaller opening No air → Valve opens
completely.
•Proper type to use is determined from safety considerations
•Air-to-close: Coolant valve in an exothermic reactor or in a
condenser of a distillation column.
•Air-to-open: Steam valve in a reactor, inlet flow valve to a
tank.
19. CONTROL VALVE
• Valve+Actuator
- Valve opening is adjusted by an actuator
• Pneumatic Control Valve
– Usually 3~15 psig signal is provided.
– I/P transmitter converts 4~20mA signal to 3~15 psig pneumatic
signal via 20psig supply air.
20. Useful definitions
• Cycle time — Also known as duty cycle; the total length of time for
the controller to complete one on/off cycle. Example: with a 20
second cycle time, an on time of 10 seconds and an off time of 10
seconds represents a 50 percent power output. The controller will
cycle on and off while within the proportional band.
• Proportional band — A temperature band expressed in degrees (if
the input is temperature), or counts (if the input is process) from
the set point in which the controllers’ proportioning action takes
place. The wider the proportional band the greater the area around
the set point in which the proportional action takes place. It is
sometimes referred to as gain, which is the reciprocal of
proportional band.
21. •Integral, also known as reset, is a function which
adjusts the proportional bandwidth with respect to the
set point, to compensate for offset (droop) from set
point, that is, it adjusts the controlled temperature to
set point after the system stabilizes.
•Derivative, also known as rate, senses the rate of rise
or fall of system temperature and automatically adjusts
the proportional band to minimize overshoot or
undershoot.
22. Controller Tuning
•The adjustment of control parameters to achieve
satisfactory control is called Tuning.
•The process of tuning can vary from trial-and-error
to an elaborate optimization calculation.
•A typical criteria for good control is that the
response of the system to a step change in set point
or load should have minimum overshoot and one
quarter decay ratio.
23. Selection of controller modes
•P (Proportional Control)
•PD (Proportional Derivative Control)
•PID (Proportional Integral Derivative Control)
24. Load response of typical control system
using various modes of control
25. Tuning Rules
• Ziegler – Nicholas Rules (Z - N)
• It’s a closed loop tuning system as the controller
remains in the loop as an active controller in
automatic mode.
1. After the process reaches a steady state at normal
level of operation, remove integral and derivative
modes of controller, leaving only proportional
control. On some PID controllers this requires that
the integral time (τ1) be set to its maximum value
and derivative time (τD) to its min. value.
26. Tuning Rules
2. Select a value of proportional gain (Kc), disturb
the system and observe the transient response.
If the response decays select a higher value of Kc
and again observe the response of the system.
Continue increasing the gain in small steps until
the response first exhibits a sustained oscillation.
The value of gain and period of oscillation that
correspond to the sustained oscillation are the
ultimate gain (Kcu) and ultimate period (Pu).
3. From the values of (Kcu) & (Pu). Find controller
settings Kc, τ1, τD
27. • Ku = 1/A ( Over all gain is A at the crossover frequency)
• Pu = 2pi/wc0 time/cycle (wc0 Crossover frequency)
28. Ziegler – Nichols Controller Settings
Type of control Gc(s) Kc τ1 τD
Proportional (P) Kc 0.5Ku
Proportional-Integral
(PI)
Kc( 1 + 1/
τ1 s )
0.45Ku Pu
1.2
Proportional-Integral
–Derivative (PID)
Kc( 1 + 1/
τ1 s + τDs )
0.6Ku Pu
2
Pu
8