Hybrid algorithm for acceleration of convergence to cyclic steady state

Cyclic process is inherently dynamic, thus it has no steady state. However, the process, after a sufficient number of cycles, will reach a state called Cyclic Steady State (CSS) where the process state variables at some instant within a cycle have the same value at the corresponding instant within e...

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Main Authors: Lai, Yin Ling, Choong, Thomas Shean Yaw, Chuah, Teong Guan, Ahamad, Intan Salwani, Razon, Luis F.
Format: Article
Language:English
Published: Asian Network for Scientific Information 2009
Online Access:http://psasir.upm.edu.my/id/eprint/15052/
http://psasir.upm.edu.my/id/eprint/15052/1/Hybrid%20algorithm%20for%20acceleration%20of%20convergence%20to%20cyclic%20steady%20state.pdf
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author Lai, Yin Ling
Choong, Thomas Shean Yaw
Chuah, Teong Guan
Ahamad, Intan Salwani
Razon, Luis F.
author_facet Lai, Yin Ling
Choong, Thomas Shean Yaw
Chuah, Teong Guan
Ahamad, Intan Salwani
Razon, Luis F.
author_sort Lai, Yin Ling
building UPM Institutional Repository
collection Online Access
description Cyclic process is inherently dynamic, thus it has no steady state. However, the process, after a sufficient number of cycles, will reach a state called Cyclic Steady State (CSS) where the process state variables at some instant within a cycle have the same value at the corresponding instant within each subsequent cycle. Depending on the nature of the cyclic process, the number of cycles needed before the process reaches CSS may vary from tens to thousands. In this study, a hybrid algorithm that aims to predict and accelerate the convergence of the CSS is developed and tested on a cyclic operation of controlled-cycled stirred tank reactor.
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spelling upm-150522019-05-09T01:07:12Z http://psasir.upm.edu.my/id/eprint/15052/ Hybrid algorithm for acceleration of convergence to cyclic steady state Lai, Yin Ling Choong, Thomas Shean Yaw Chuah, Teong Guan Ahamad, Intan Salwani Razon, Luis F. Cyclic process is inherently dynamic, thus it has no steady state. However, the process, after a sufficient number of cycles, will reach a state called Cyclic Steady State (CSS) where the process state variables at some instant within a cycle have the same value at the corresponding instant within each subsequent cycle. Depending on the nature of the cyclic process, the number of cycles needed before the process reaches CSS may vary from tens to thousands. In this study, a hybrid algorithm that aims to predict and accelerate the convergence of the CSS is developed and tested on a cyclic operation of controlled-cycled stirred tank reactor. Asian Network for Scientific Information 2009 Article PeerReviewed text en http://psasir.upm.edu.my/id/eprint/15052/1/Hybrid%20algorithm%20for%20acceleration%20of%20convergence%20to%20cyclic%20steady%20state.pdf Lai, Yin Ling and Choong, Thomas Shean Yaw and Chuah, Teong Guan and Ahamad, Intan Salwani and Razon, Luis F. (2009) Hybrid algorithm for acceleration of convergence to cyclic steady state. Journal of Applied Sciences, 9 (17). pp. 3205-3206. ISSN 1812-5654; ESSN: 1812-5662 https://scialert.net/abstract/?doi=jas.2009.3205.3206 10.3923/jas.2009.3205.3206
spellingShingle Lai, Yin Ling
Choong, Thomas Shean Yaw
Chuah, Teong Guan
Ahamad, Intan Salwani
Razon, Luis F.
Hybrid algorithm for acceleration of convergence to cyclic steady state
title Hybrid algorithm for acceleration of convergence to cyclic steady state
title_full Hybrid algorithm for acceleration of convergence to cyclic steady state
title_fullStr Hybrid algorithm for acceleration of convergence to cyclic steady state
title_full_unstemmed Hybrid algorithm for acceleration of convergence to cyclic steady state
title_short Hybrid algorithm for acceleration of convergence to cyclic steady state
title_sort hybrid algorithm for acceleration of convergence to cyclic steady state
url http://psasir.upm.edu.my/id/eprint/15052/
http://psasir.upm.edu.my/id/eprint/15052/
http://psasir.upm.edu.my/id/eprint/15052/
http://psasir.upm.edu.my/id/eprint/15052/1/Hybrid%20algorithm%20for%20acceleration%20of%20convergence%20to%20cyclic%20steady%20state.pdf