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The deadlock structure character in Petri net models of Sequential Resource Allocation Systems with Multiple Resource Acquisitions and Flexible Routings

机译:具有多个资源获取和灵活路由的顺序资源分配系统Petri网模型中的死锁结构特征

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Sequential Resource Allocation Systems with Multiple Resource Acquisitions and Flexible Routings ((C/D)RAS) are a kind of common system with higher complexity. This paper concerns the Petri net models of (C/D)RAS named marked S3PGR2 (N,M0). The concepts of marked modified S3PGR2 nets and cyclic structures are introduced. It is addressed that the cyclic structure can reflect the situation of resource maintenance and the cyclic waiting. Hence force, cyclic structures are the character structures of occurrence of system deadlocks. The transaction is described in detail as follows. If (N,M0)is not live, it must has a reachable marking M, which is a partial deadlock, i.e., there is a deadlock transition. A total deadlock M1 can be derived in the marked modified S3PGR2 net (Nm, M). As a matter of fact, M1 can also be reached in (N,M0). Finally, it is proved that a cyclic structure can be located in (N,M1).
机译:具有多个资源获取和灵活路由的顺序资源分配系统((C / D)RAS)是一种具有较高复杂性的通用系统。本文涉及(C / D)RAS的Petri网模型,命名为标记为S 3 PGR 2 (N,M 0 )。介绍了带标记的修饰S 3 PGR 2 网络和循环结构的概念。解决了循环结构可以反映资源维护和循环等待的情况。因此,强制循环结构是系统死锁发生的特征结构。交易详细描述如下。如果(N,M 0 )不存在,则它必须具有可到达的标记M,这是部分死锁,即存在死锁过渡。总的死锁M1可以从标记的修改后的S 3 PGR 2 网(N m ,M)中得出。实际上,也可以在(N,M 0 )中到达M1。最后,证明了一个循环结构可以位于(N,M 1 )中。

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