Stability in Multi-Position Controlled Thermal Processes

The common distributed parameter thermal processes that can be modelled by the cascade of a time constant and a transit delay (ie: boilers without superheaters, furnaces, ovens, vats, torches, fluidised beds, etc) are discussed. These are often multiposition controlled by solenoid valves, tapped tra...

Full description

Bibliographic Details
Main Authors: William K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust, Malayappan Shridhar BSc, DMIT, MS (EE)
Format: Article
Language:English
Published: SAGE Publishing 1969-09-01
Series:Measurement + Control
Online Access:https://doi.org/10.1177/002029406900200903
id doaj-4227546fafef4d3a9b1390784a1288b2
record_format Article
spelling doaj-4227546fafef4d3a9b1390784a1288b22020-11-25T02:50:11ZengSAGE PublishingMeasurement + Control0020-29401969-09-01210.1177/002029406900200903Stability in Multi-Position Controlled Thermal ProcessesWilliam K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust0Malayappan Shridhar BSc, DMIT, MS (EE)1 Professor Roots is Head of Electrical Engineering Dept., University of Windsor Ontario. Canada Mr. Shridhar is with the Department of Electrical Engineering, University of Aston, in Birmingham, EnglandThe common distributed parameter thermal processes that can be modelled by the cascade of a time constant and a transit delay (ie: boilers without superheaters, furnaces, ovens, vats, torches, fluidised beds, etc) are discussed. These are often multiposition controlled by solenoid valves, tapped transformers and similar discontinuous control elements. It is well known that if controller sensitivity, process gain, process parameters, and transducer locatons are arbitrarily combined these processes can exhibit instability. Over the years empirical design rules have been developed to determine such critical parameters as process gain, controller sensitivity, transducer type and location and the like. This paper uses a describing function approach to establish a facile technique for determining the stability criteria of such processes in terms of the controller parameters. This is then developed into a graphical display that gratly simplifies the design procedures associated with thermal processes and their control and instrumentation.https://doi.org/10.1177/002029406900200903
collection DOAJ
language English
format Article
sources DOAJ
author William K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust
Malayappan Shridhar BSc, DMIT, MS (EE)
spellingShingle William K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust
Malayappan Shridhar BSc, DMIT, MS (EE)
Stability in Multi-Position Controlled Thermal Processes
Measurement + Control
author_facet William K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust
Malayappan Shridhar BSc, DMIT, MS (EE)
author_sort William K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust
title Stability in Multi-Position Controlled Thermal Processes
title_short Stability in Multi-Position Controlled Thermal Processes
title_full Stability in Multi-Position Controlled Thermal Processes
title_fullStr Stability in Multi-Position Controlled Thermal Processes
title_full_unstemmed Stability in Multi-Position Controlled Thermal Processes
title_sort stability in multi-position controlled thermal processes
publisher SAGE Publishing
series Measurement + Control
issn 0020-2940
publishDate 1969-09-01
description The common distributed parameter thermal processes that can be modelled by the cascade of a time constant and a transit delay (ie: boilers without superheaters, furnaces, ovens, vats, torches, fluidised beds, etc) are discussed. These are often multiposition controlled by solenoid valves, tapped transformers and similar discontinuous control elements. It is well known that if controller sensitivity, process gain, process parameters, and transducer locatons are arbitrarily combined these processes can exhibit instability. Over the years empirical design rules have been developed to determine such critical parameters as process gain, controller sensitivity, transducer type and location and the like. This paper uses a describing function approach to establish a facile technique for determining the stability criteria of such processes in terms of the controller parameters. This is then developed into a graphical display that gratly simplifies the design procedures associated with thermal processes and their control and instrumentation.
url https://doi.org/10.1177/002029406900200903
work_keys_str_mv AT williamkrootsmscphdwhffieesenmemieeemieaust stabilityinmultipositioncontrolledthermalprocesses
AT malayappanshridharbscdmitmsee stabilityinmultipositioncontrolledthermalprocesses
_version_ 1724739474695389184