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Art der Veröffentlichung: Artikel in Konferenzband
Autor: Dominik Dietrich, Lutz Schröder, Ewaryst Schulz
Herausgeber: Dimitra Giannakopoulou, Fernando Orejas
Titel: Formalizing and Operationalizing Industrial Standards
Buch / Sammlungs-Titel: Fundamental Approaches to Software Engineering (FASE 2011)
Band: 6603
Seite(n): 81 – 95
Serie / Reihe: Lecture Notes in Computer Science
Erscheinungsjahr: 2011
Verleger: Springer
Abstract / Kurzbeschreibung: Industrial standards establish technical criteria for various engineering artifacts, materials, or services, with a view to ensuring their functionality, safety, and reliability. We develop a methodology and tools to systematically formalize such standards, in particular their domain specific calculation methods, in order to support the automatic verification of functional properties for concrete physical artifacts. We approach this problem in the setting of the Bremen heterogeneous tool set Hets, which allows for the integrated use of a wide range of generic and custom-made logics. Specifically, we (i) design a domain specific language for the formalization of industrial standards; (ii) formulate a semantics of this language in terms of a translation into the higher-order specification language HasCASL , and (iii) integrate computer algebra systems (CAS) with the Hets framework via a generic CAS-Interface in order to execute explicit and implicit calculations specified in the standard. This enables a wide variety of added-value services based on formal reasoning, including verification of parameterized designs and simplification of standards for particular configurations. We illustrate our approach using the European standard EN 1591, which concerns calculation methods for gasketed flange connections that assure the impermeability and mechanical strength of the flange-bolt-gasket system.
PDF Version: http://www.informatik.uni-bremen.de/~lschrode/papers/fm-standards.pdf
Schlagworte: Industrial standards formal verification institutions domain specific language computer algebra calculation method
Status: Reviewed
Letzte Aktualisierung: 25. 03. 2011

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