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The Petri Net Method
By
The Explorers Ltd
Computer Science & Engineering
Daffodil international University
MEMBERS
M M Rayhan Parvez
143-15-4617
Asif Ahmed
143-15-4664
Badhan Saha
143-15-4594
Tuhin suad
143-15-4614
Jiya Uddin Ahmed
143-15-4593
INTRODUCTION
First introduced by Carl Adam Petri in 1939
.
A diagrammatic tool to model concurrency
and synchronization in distributed systems.
Very similar to State Transition Diagrams.
Used as a visual communication aid to
model the system behavior.
Based on strong mathematical foundation.
PETRI NETS: DEFINITION
Petri Nets consist of places and transitions
Places can be input/output of transitions
Places represent states, transitions represent
state changes
Places are represented by circles, transitions by
thick bars
PETRI NETS: GRAPHICAL
SYMBOLS
Place ArcArc
FIRING OF TRANSITIONS
FIRING TRANSITIONS: FURTHER
EXAMPLES
STATE EQUATION
STATE EQUATION
PETRI NET MODELS OF
QUEUING SYSTEMS
T = {a, s, c}
P = {Q, I, B}
PETRI NET MODELS OF
QUEUING SYSTEMS 1
Secquence ={a, s, a, a, c, s, a}
Initial stateInitial state Final stateFinal state
PETRI NET MODELS OF
QUEUING SYSTEMS 2
Secquence ={a, s, a, a, c, s, a}
Fire aFire a
PETRI NET MODELS OF
QUEUING SYSTEMS 3
Secquence ={a, s, a, a, c, s, a}
Fire sFire s
PETRI NET MODELS OF
QUEUING SYSTEMS 4
Secquence ={a, s, a, a, c, s, a}
Fire aFire a
PETRI NET MODELS OF
QUEUING SYSTEMS 5
Secquence ={a, s, a, a, c, s, a}
Fire aFire a
PETRI NET MODELS OF
QUEUING SYSTEMS 6
Secquence ={a, s, a, a, c, s, a}
Fire cFire c
PETRI NET MODELS OF
QUEUING SYSTEMS 7
Secquence ={a, s, a, a, c, s, a}
Fire sFire s
PETRI NET MODELS OF
QUEUING SYSTEMS 8
Secquence ={a, s, a, a, c, s, a}
Fire aFire a
PETRI NET MODELS OF QUEUING
SYSTEMS FINAL STATE
Secquence ={a, s, a, a, c, s, a}
Final StateFinal State
Petri Net or place/transition net Method

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Petri Net or place/transition net Method