A Modelling and Analysis Tool for Systems with Probabilistic Behavior:Probabilistic Continuous Petri Net
So far,Continuous Petri nets(CPNs)have been a useful tool not only for approximating discrete-event system but also for modeling continuous processes.In applications there exist many continuous dynamic systems which have to deal with probabilistic behavior.However many CPNs as described in the literature are not able to model probabilistic continuous systems..In this paper,the CPN is augmented with firing probability,and a noel continuous Petri net,i.e.,the probabilistic continuous Petri nets(PCPNs)is defined.The enabling and firing semantics of transitions of the PCPN are investigated,and the calculation of IFSs and its firing probability are developed.Some polices and algorithms to undertake PCPN behavioral analysis are proposed.Also,a chemical process is illustrated.
Continuous Petri nets continuous dynamic systems probability instantaneous firing speed
Weizhi LIAO Wenjing LI Zhenxiong LAN
College of Mathematics Physics and Information Engineering Jiaxing University Jiaxing,China College of Computer and Information Engineering Guangxi Teachers Education University Nanning,China
国际会议
英国伦敦
英文
44-49
2013-09-02(万方平台首次上网日期,不代表论文的发表时间)