Automatically determines the length of the dual system to a bivalent system

From the point of view of reliability theory, a system can have two stable states: functioning and defect (bivalent system). Any system is a set of elements. Each element in this set can be found in one of the following states: operating state and fault condition. A subset of elements in the runn...

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Bibliographic Details
Main Author:	Paul Vasiliu
Format:	Article
Language:	English
Published:	Naval Academy Press 2018-06-01
Series:	Scientific Bulletin of Naval Academy
Subjects:	dual reliability script structure
Online Access:	https://www.anmb.ro/buletinstiintific/buletine/2018_Issue1/04_FAR/11.pdf

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spelling	doaj-80f0141a968249d0a4cbf9459a02fc2a2020-11-25T03:16:40ZengNaval Academy PressScientific Bulletin of Naval Academy2392-89561454-864X2018-06-01XXI1505710.21279/1454-864X-18-I1-007Automatically determines the length of the dual system to a bivalent systemPaul Vasiliu0 "Mircea cel Batran" Naval AcademyFrom the point of view of reliability theory, a system can have two stable states: functioning and defect (bivalent system). Any system is a set of elements. Each element in this set can be found in one of the following states: operating state and fault condition. A subset of elements in the running state is called a system link if they only ensure the system works. The length of a bivalent system is equal to the minimum number of elements that the system holds. In this paper, we present an algorithm for automatic determination of dual system length to a bivalent system, a Matlab script, a case study, and subsequent development directions. https://www.anmb.ro/buletinstiintific/buletine/2018_Issue1/04_FAR/11.pdfdualreliabilityscriptstructure
collection	DOAJ
language	English
format	Article
sources	DOAJ
author	Paul Vasiliu
spellingShingle	Paul Vasiliu Automatically determines the length of the dual system to a bivalent system Scientific Bulletin of Naval Academy dual reliability script structure
author_facet	Paul Vasiliu
author_sort	Paul Vasiliu
title	Automatically determines the length of the dual system to a bivalent system
title_short	Automatically determines the length of the dual system to a bivalent system
title_full	Automatically determines the length of the dual system to a bivalent system
title_fullStr	Automatically determines the length of the dual system to a bivalent system
title_full_unstemmed	Automatically determines the length of the dual system to a bivalent system
title_sort	automatically determines the length of the dual system to a bivalent system
publisher	Naval Academy Press
series	Scientific Bulletin of Naval Academy
issn	2392-8956 1454-864X
publishDate	2018-06-01
description	From the point of view of reliability theory, a system can have two stable states: functioning and defect (bivalent system). Any system is a set of elements. Each element in this set can be found in one of the following states: operating state and fault condition. A subset of elements in the running state is called a system link if they only ensure the system works. The length of a bivalent system is equal to the minimum number of elements that the system holds. In this paper, we present an algorithm for automatic determination of dual system length to a bivalent system, a Matlab script, a case study, and subsequent development directions.
topic	dual reliability script structure
url	https://www.anmb.ro/buletinstiintific/buletine/2018_Issue1/04_FAR/11.pdf
work_keys_str_mv	AT paulvasiliu automaticallydeterminesthelengthofthedualsystemtoabivalentsystem
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Automatically determines the length of the dual system to a bivalent system

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