基于分层模糊有色Petri网的防空C3I系统建模研究

J4 ›› 2016, Vol. 38 ›› Issue (01): 102-107.

基于分层模糊有色Petri网的防空C3I系统建模研究

陈星佑1,2，乐晓波1，曹伟1，周恺卿3

(1.长沙理工大学计算机与通信工程学院，湖南长沙 410114；2.空军95147部队，湖南长沙 410114；
3.马来西亚理工大学计算学院,士古来柔佛洲马来西亚 81310)

收稿日期:2015-01-12 修回日期:2015-04-10 出版日期:2016-01-25 发布日期:2016-01-25
基金资助:
国家自然科学基金(61170199,61462029)；湖南省教育厅科学研究重点项目（湘财教指（2015）54号）；长沙市科技计划重点项目(k140302811)

Modeling and analysis of antiaircraft C3I system
based on hierarchical fuzzy colored Petri nets

CHEN Xingyou1,2,YUE Xiaobo1,CAO Wei1,ZHOU Kaiqing3

(1.School of Computer and Communication Engineering,Changsha University of Science and Technology,Changsha 410114,China；
2.Air Force 95147,Changsha 410114,China;
3.Faculty of Computing,Universiti Teknologi Malaysia,UTM Skudai,Johor 81310,Malaysia)

Received:2015-01-12 Revised:2015-04-10 Online:2016-01-25 Published:2016-01-25

摘要/Abstract

摘要：

通过分析某防空C3I系统的组成和运行方式，针对系统结构复杂、多种资源、资源多种模糊属性等特点，定义了一种分层模糊有色Petri网HFCPN，并给出具体的推理算法。在此基础上建立该防空C3I系统模型，从而提出了一种建立防空C3I系统分析模型的新方法。最后通过应用实例验证了该方法在描述系统分布、并发、异步等特性的同时，分析系统资源多种模糊属性问题的能力。

关键词: C3I系统, 模糊Petri网, 有色Petri网

Abstract:

Through analyzing the composition and operating mode of an anticraft C3I system sample, we specifically propose a hierarchical fuzzy colored Petri net(HFCPN) based on the characteristics of this system, namely a complex structure, multiple resources and its multiple fuzzy attributes，and describe the reasoning algorithm in detail . We build a model of the antiaircraft C3I system based on the HFCPN, and thus propose a new method for setting up the analysis of the antiaircraft C3I system. Finally, an application case validates that the method is capable of describing the systematic distribution, concurrence, asynchronization, etc., as well as analyzing various fuzzy problems in the system resources.

Key words: C3I system;fuzzy Petri nets;colored Petri nets

陈星佑1,2，乐晓波1，曹伟1，周恺卿3. 基于分层模糊有色Petri网的防空C3I系统建模研究[J]. J4, 2016, 38(01): 102-107.

CHEN Xingyou1,2,YUE Xiaobo1,CAO Wei1,ZHOU Kaiqing3. Modeling and analysis of antiaircraft C3I system
based on hierarchical fuzzy colored Petri nets [J]. J4, 2016, 38(01): 102-107.

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