controller terminology Flashcards
Error
algebraic difference between setpoint and process variable
Direct acting
increase in signal results in an increase in throughput (for error = b-r)
Reverse acting
increase in signal results in a decrease in throughput (for error = r-b)
Set Point (SP)(r)
The desired quantity, property, or condition of the process
Process Variable (PV)(b)
The measured quantity, property, or condition of the process
Output (O/P) (CO)(Mc)
The signal from the loop controller that manipulates the final control element
Manual Control (open loop)
Operator controls FCE (valve) directly, no feedback
Automatic Control (closed loop)
Controller controls FCE (valve), based upon the feedback (PV input signal) being compared to the set point, and some combination of P, I, & D algorithms
Local Setpoint
Set point is set at, or on the controller by the operator
Remote setpoint
Set point is adjusted from a location away from the controller. This could be at a remote auto/man (set point/output) station in the field, or from the primary controller output to the secondary controller set point in a cascade loop
Gain
the amplification (or de-amplification) of the input signal to result in the output signal. Change in output/change in input
Proportional Band (%PB)
Similar, but inversely related to gain. Defined as the % of input signal change required, resulting in a 100% change in output signal.
PB = 100%/Kc Kc = 100%/PB
Proportional Action
A change in controller output that is proportional to the size of the difference between the SP and the PV (error), and based upon a multiplication factor (“gain” or “proportional band” setting). (O/P = error x gain). The correction is brief and results in some remaining error, called “offset”. Mc = Kce = Mo
Offset
The remaining error after a Proportional control correction. Inherent in P-only control
Integral Action (reset)
A mode of control used after the Proportional correction that eliminates the offset over a period of time. The main purpose of Integral is to eliminate offset for very precise control. The units for Integral can be either “minutes per repeat” (mpr) or “repeats per minute” (rpm), depending upon the device manufacturers preference. The “repeats” refer to the time it would take for the particular Integral setting to repeat the amount of output change caused by the Proportional correction.