2. Main assumptions and mathematical bases for BDFs
From a mathematical point of view, a BDF is an acyclic directed graph, i.e. it has one input and one output, and no loops or feedback. It is based on the following fundamental assumptions:
1) the system has only two states (e.g. on/off);
2) blocks have only two states (e.g. on/off);
3) the BDF represents the logic function linking the operating state of the system to the operating states of its blocks;
4) the blocks are independent of each other.
point 4) implies, in particular, that the blocks behave independently of each other over time.
The two states of the blocks or system can also...
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Main assumptions and mathematical bases for BDFs
Bibliography
Software tools
GRIF-Workshop software package (GRaphique Interactif pour la Fiabilité), developed by ELF and then for TOTAL by SATODEV
– BFIAB module: reliability diagrams
– Module Tree: fault trees
– ETree module: event trees
– SIL module: BDF adapted to functional safety
– Petri module: stochastic Petri nets...
Websites
GRIF-Workshop: Demo versions downloadable at http://grif-workshop.fr
Standards and norms
- Diagrammes de fiabilité - CEI (IEC) CEI 61078 - 2016
- International electrotechnical vocabulary – Part 192: Dependability - CEI (IEC) IEC 60050-192 (IEV 192) - 2015
- Expressions mathématiques pour les termes de fiabilité, de disponibilité, de maintenabilité et de logistique de maintenance - CEI (IEC) CEI 61703 - 2016
- Petroleum, petrochemical and natural gas industries – Reliability modelling and...
Directory
Manufacturers – Suppliers – Distributors (non-exhaustive list)
GRIF-Workshop software package. SATODEV (SAfety TOols DEVelopment) http://www.satodev.com
Organizations – Federations – Associations (non-exhaustive list)
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