[lecture notes in electrical engineering] information science and applications (icisa) 2016 volume 376 translating basic metric temporal logic formulas into promela精品.pdfVIP
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[lecture notes in electrical engineering] information science and applications (icisa) 2016 volume 376 translating basic metric temporal logic formulas into promela精品
Translating Basic Metric Temporal Logic
Formulas into Promela
Punwess Sukvanich, Arthit Thongtak and Wiwat Vatanawood
AbstractTo formally verify the real-time system using model checking tech-
nique, two necessary elements are required, the real-time system model and its
expected real-time properties. In order to specify these real-time properties, an
appropriate extended logic system, to cope with quantitative of time constraints is
needed. We select one of the most popular real-time logic systems, called Metric
Temporal Logic (MTL) to specify our mentioned real-time properties. However,
the real-time properties defined in MTL are still not relevant to SPIN model
checker. In this paper, we propose a novel scheme to translate the basic MTL for-
mulas into Promela and LTL formulas as to be relevantly used in SPIN, in terms
of Promela’s inline definitions and macro commands. The punctuality of the for-
mulas is preserved during the translation. Practically, the basic timing constraints
eventually and always operators of MTL are focused, and the translation of MTL
formulas of the real-time safety property patterns is demonstrated.
Keywords Metric Temporal Logic · MTL · Promela · SPIN · Model checking
1 Introduction
The effort for verifying the correctness of the safety-critical systems, such as medi-
cal devices, automotive and aerospace system, is significantly huge in their devel-
opment [1]. The real-time system development needs the same processes under the
strict time line [2-5]. The low cost and high efficiency and effectiveness of the veri-
fication procedures are helpful and become the essential step in the development.
Several formal verification approaches are proposed, but the model checking ap-
proach is the one that provided the promisingly automated exhaustive verification.
P. Sukvanich() · A. Thongtak · W. Vatanawoo
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