Honeywell VRX180 Manuale Utente

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Programming and Operating Concepts 
 
Video Recorder – User Manual 
68
Cascade Control 
An example of a cascade control application is featured in Figure 3-21.  Cascade control is typically used 
when two process values must be simultaneously controlled, with one process value directly influencing 
the behavior of the other.  In this control strategy, each process value is supported by its own dedicated 
control loop.  The term “cascade” is used because it describes how this control approach literally 
attaches both control loops together.  This act of linking control loops allows for the regulation of both 
process values using one and only one % output control signal. 
+ ~ -
THERMOCOUPLES
INSTRUMENT
PV    200
SP    500
OUT   83.5%
4 TO 20 mA
(CAT)
SCR
AC POWER
SOURCE
ELECTRIC
HEATING
ELEMENT
CHEMICAL
REACTION
VESSEL
OIL
OIL JACKET
 
Figure 3-21  Temperature Control Of An Oil Heated Chemical Reaction Chamber 
 
InFigure 3-21, the temperature in a chemical reaction chamber is determined by the temperature of the 
heated oil surrounding it.  Heating the oil is done by an electric heating element driven by a 4 to 20 mA 
controlled SCR and external power source.  In this application the instrument controls the temperature of 
the chemical reaction chamber through control of the heat emitted by the jacket tank oil.  The instrument 
must provide a single 4 to 20 mA control output to govern the voltage switched by the SCR and, hence, 
the heat applied to the entire system.  Temperature is monitored with thermocouples. 
The function block diagram of the required instrument configuration is featured in Figure 3-22 
Note that this diagram illustrates the classic cascade arrangement of two control loops that defines the 
cascade control strategy.  The first control loop, LP1, is designated as the primary cascade loop by the 
notation “CAS_P.”  The notation “CAS_S” indicates LP2’s designation as the secondary cascade loop.  
Note how both control loops are joined together.  In addition to the back-calculated feedback path set up 
between the two (LP2 BC), LP1’s output is connected to an input on LP2 that at this time must be 
introduced.  Denoted as SP2, this input is LP2’s remote set point input.