سنقوم في هذا البحث بعرض طريقة رسومية جديدة لنمذجة المتحكمات التتابعية باستخدام
شابكات بيتري الملونة عالية المستوى. و سنعرض كيفية بناء متحكم تتابعي باستخدام هذه
الطريقة و نحمل فضاء حالته. بينت النتائج المعروضة في هذا البحث أفضلية الطريقة
الجديدة عند تطبيقها في الأنظمة المعقدة مقارنة مع المتحكم المصمم جبرياً بواسطة
شابكات بيتري العادية، حيث بسطت الطريقة الجديدة شابكة المتحكم التتابعي و زادت من
سرعة الأداء و حسنت الوثوقيه.
In this article we propose a new graphical method for modeling
sequential controllers using high-level colored Petri nets. We will
present how to build a sequential controller using this method and
analyze its state space. The results in this study showed an
advantage of the controller designed by the new method compared
to which designed algebraically by ordinary Petri net in complex
systems. The new method simplify the sequential controller network
and increase the performance speed and improve the reliability.
References used
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PETERSON. J L, 1981 - Petri Net Theory and the Modeling of Systems. Prentice Hall, New Jersey, Vol. 9, 223– 252p
MURATA.T, April 1989 -Petri Nets: Properties, Analysis and Applications. IEEE , Tutorial and Applications 32th Annual, Operations Research Management Science Council Washington, Volume77, 541 – 580p
This paper presents the proposed Method for designing fuzzy
supervisory controller model for Proportional Integral Differential
controller (PID) by Fuzzy Reasoning Petri Net (FRPN),the Features
of Method shows the fuzzification value for each prop
In this paper, we will design a Fuzzy Smith Predictor (FSP),
then we will model, simulate and analyze it using colored Fuzzy Petri
networks, then we will compare it with a conventional proportional
integral controller.
The main objective of this
This paper addresses failure-prone
production line with limited buffers. Each machine is subject to
either time-dependent failures or operation dependent failures.
The majority of recent digital signature algorithms depend, in their
structure, on complicated mathematical concepts that require a long
time and a significant computational effort to be executed. As a
trial to reduce these problems, some researchers have proposed
digital signature algorithms which depend on simple arithmetic
functions and operations that are executed quickly, but that was at
the expense of the security of algorithms.
In this work, we have found exact traveling wave solutions for generalized Fitzhug-
Nagumo equation with arbitrary constant coefficients, by using the homogeneous balance
method, The obtained results shows that these solutions changes with the spec