Performance evaluation of a differential pressure cell model

This paper describes the development of a mathematical model of a differential pressure cell and its application in MATLAB. The model is also examined in SIMULINK, for the purposes of comparison of the model with the real world. Furthermore, we also describe the application of a system identificatio...

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Bibliographic Details
Published in:IEEE transactions on instrumentation and measurement 1998-10, Vol.47 (5), p.1271-1276
Main Authors: McGlone, P., McGhee, J., Henderson, I.A.
Format: Article
Language:English
Subjects:
Bellows
Circuit testing
Instruments
Mathematical model
Optical coupling
Polynomials
Pressure measurement
Relays
System identification
System testing
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Summary:This paper describes the development of a mathematical model of a differential pressure cell and its application in MATLAB. The model is also examined in SIMULINK, for the purposes of comparison of the model with the real world. Furthermore, we also describe the application of a system identification method using a multifrequency binary test signal, for comparison with the mathematical model. The method is applied to a pneumatic differential pressure cell. The exploration of the mathematical model shows that while the majority of the subsystems are nonlinear, they can adequately be approximated by Taylor polynomials. This facilitates the modeling of the subsystem elements as linear agents. The identification results show that the cell, composed of three main components-the diaphragm, pilot relay flapper/nozzle, and the feedback bellows-has an overall first-order linear response.
ISSN:0018-9456
1557-9662
DOI:10.1109/19.746596