Advanced proportional plus integral plus derivative controller
AssigneeThe Babcock & Wilcox Company
InventorsJohn D. Lane, Theodore N. Matsko, Joseph G. Patella, Thomas J. Scheib
Life of this patent
Estimating the term…
Abstract
A proportional plus integral plus differential (PID) controller containing an algorithm option is disclosed. The option allows the selection of a classical interacting type of controller or a non-interacting type of controller. The classical interacting type of controller is characterized by the property that tuning any one of the proportional, integral or derivative terms changes the effective value of the other terms. In contrast, the non-interacting type of controller is characterized by the property that tuning any one of the proportional, integral or derivative terms has no effect on the other terms.
Claims9
Apparatus for producing an interacting proportional, derivative, and integral process control signal from a process variable signal or a proportional, derivative and external reset signal from a process variable signal comprising:
- means for converting the process variable signal into a first signal which is proportional to said process variable signal;
- means for converting the process variable signal into a second signal which is a function of the derivative of said process variable signal;
- means for converting the process variable signal into a third signal which is a function of the integral of said process variable signal;
- means for combining said first, second and third signals to produce said process control signal;
- switch means for removing said third signal from said combining means and replacing third signal with an external reset signal;
- and
- wherein variation of any one of said first, second and third signals causes a variation in the remainder of said first, second and third signals as per an interacting algorithm.
Apparatus for producing a non-interactive proportional, derivative, and integral process control signal from a process variable signal comprising:
- means for converting the process variable signal into a first signal which is proportional to said process variable signal;
- means for converting the process variable signal into a second signal which is a function of the derivative of said process variable signal wherein said process variable signal converting means produces said second signal as an algorithm in the the Laplace domain as follows:
- ##EQU4## means for converting the process variable signal into a third signal which is a function of the integral of said process variable signal;
- means for combining said first, second and third signals to produce said process control signal;
- and
- wherein variation of any one of said first, second and third signals results in those of said first, second and third signals which have not been varied remaining constant as per a non-interactive PID controls algorithm.
Dependencies are inferred from the claim text.