A New Approach to Controlling Thermal Processes

Roots and Wu (1967) established that meaningful models of common thermal processes (boilers without superheaters, furnaces, ovens, vats, kilns etc.) can be made from a cascade comprising an open-loop gain μ, a transit delay L, and a salient time constant T. They used this model to establish facile p...

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Main Authors: William K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust, Loren D. Meeker BS, BA, SM, MSc, PhD.
Format: Article
Language:English
Published: SAGE Publishing 1969-11-01
Series:Measurement + Control
Online Access:https://doi.org/10.1177/002029406900201102
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spelling doaj-40b2bc543fcb4caa91829a07ec82d8002020-11-25T03:00:03ZengSAGE PublishingMeasurement + Control0020-29401969-11-01210.1177/002029406900201102A New Approach to Controlling Thermal ProcessesWilliam K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust0Loren D. Meeker BS, BA, SM, MSc, PhD.1 Professor Roots formerly Head of Electrical Engineering, University of Windsor, Ontario, Canada. Professor Roots, it is regretted, died on 14 October, 1969 Professor Meeker is with the Department of Mathematics, Rutgers University, New Brunswick, New Jersey, USARoots and Wu (1967) established that meaningful models of common thermal processes (boilers without superheaters, furnaces, ovens, vats, kilns etc.) can be made from a cascade comprising an open-loop gain μ, a transit delay L, and a salient time constant T. They used this model to establish facile procedures for stability determination when such processes were closed-loop controlled. A new procedure is now presented that not only facilitates stability studies but also greatly simplifies transient response determination for all commands and disturbances likely to be encountered by such closed loop controlled processes. This new approach is based on a generalised parameter v that incorporates μ, L and T . Then by means of a new plane, the w plane, displays are presented that readily predict the stability criteria and the transient response for any practical combination of command and disturbance; as is shown by the examples contained in the Appendix. This has radically simplified the control amd instrumentation of the processes with which the authors are associated (induction furnaces, fluidised beds, plasma torches, zone refining, etc.) and the presentation is intended for industrial engineers concerned with the design and control of similar thermal processes.https://doi.org/10.1177/002029406900201102
collection DOAJ
language English
format Article
sources DOAJ
author William K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust
Loren D. Meeker BS, BA, SM, MSc, PhD.
spellingShingle William K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust
Loren D. Meeker BS, BA, SM, MSc, PhD.
A New Approach to Controlling Thermal Processes
Measurement + Control
author_facet William K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust
Loren D. Meeker BS, BA, SM, MSc, PhD.
author_sort William K. Roots MSc, PhD, WhF, FIEE, Sen Mem IEEE, MIE Aust
title A New Approach to Controlling Thermal Processes
title_short A New Approach to Controlling Thermal Processes
title_full A New Approach to Controlling Thermal Processes
title_fullStr A New Approach to Controlling Thermal Processes
title_full_unstemmed A New Approach to Controlling Thermal Processes
title_sort new approach to controlling thermal processes
publisher SAGE Publishing
series Measurement + Control
issn 0020-2940
publishDate 1969-11-01
description Roots and Wu (1967) established that meaningful models of common thermal processes (boilers without superheaters, furnaces, ovens, vats, kilns etc.) can be made from a cascade comprising an open-loop gain μ, a transit delay L, and a salient time constant T. They used this model to establish facile procedures for stability determination when such processes were closed-loop controlled. A new procedure is now presented that not only facilitates stability studies but also greatly simplifies transient response determination for all commands and disturbances likely to be encountered by such closed loop controlled processes. This new approach is based on a generalised parameter v that incorporates μ, L and T . Then by means of a new plane, the w plane, displays are presented that readily predict the stability criteria and the transient response for any practical combination of command and disturbance; as is shown by the examples contained in the Appendix. This has radically simplified the control amd instrumentation of the processes with which the authors are associated (induction furnaces, fluidised beds, plasma torches, zone refining, etc.) and the presentation is intended for industrial engineers concerned with the design and control of similar thermal processes.
url https://doi.org/10.1177/002029406900201102
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