利用共享资源容量对易发生故障的制造系统进行鲁棒控制

Shengyong Wang, S. Chew, M. Lawley
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引用次数: 47

摘要

在过去的十年中,无死锁资源分配一直是柔性制造研究的一个活跃领域。在大多数情况下,研究人员假设分配的资源不会失败,很少有研究解决如何控制部分功能的制造系统。在我们之前的工作中,我们开发了监控控制器,以确保具有单个和多个不可靠资源的系统的鲁棒无死锁操作。这些控制器保证需要失效资源的部件不会阻塞不需要失效资源的部件的生产。前面的工作假设需要故障资源的部件可以被推进到与故障相关的缓冲空间(专门用于需要不可靠资源的部件的缓冲空间)。监事们只承认那些这样的进步顺序是可行的状态。本文提出的研究放宽了这一假设,因为在某些系统中提供与故障相关的缓冲空间可能过于昂贵。在这里,我们将重点放在将需要故障资源的部件分配到共享资源的整个缓冲空间上,这样它们就不会阻塞不需要故障资源的部件类型的生产。为了实现这一目标,我们开发了三个资源区域:连续运行区域、故障依赖区域和分布区域。然后,我们为这些区域中的每个区域开发监督器,取它们的连接,并证明连接监督器满足鲁棒控制所需的性质。管理器是资源顺序策略的变体,资源顺序策略是在早期工作中开发的一种正确且可扩展的死锁避免策略。这里提出的方法不需要状态枚举,并且在系统大小的稳定度量中是多项式。
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Using shared resource capacity for robust control of failure prone manufacturing systems
For the past decade, deadlock-free resource allocation has been an active area of research in flexible manufacturing. For the most part, researchers have assumed that allocated resources do not fail, with little research addressing how partially functional manufacturing systems should be controlled. In our previous work, we developed supervisory controllers to ensure robust deadlock-free operation for systems with both single and multiple unreliable resources. These controllers guarantee that parts requiring failed resources do not block the production of parts not requiring failed resources. This previous work assumed that parts requiring failed resources could be advanced into failure dependent buffer space (buffer space dedicated exclusively to parts requiring unreliable resources). Supervisors admitted only those states for which such a sequence of advancements was feasible. The research presented in this paper relaxes this assumption, since in some systems providing failure dependent buffer space might be too expensive. Here, we concentrate on distributing parts requiring failed resources throughout the buffer space of shared resources, again so that they do not block the production of part types not requiring failed resources. To achieve this, we develop three resource regions: the region of continuous operation, the region of failure dependency, and the region of distribution. We then develop supervisors for each of these regions, take their conjunction, and prove that the conjunctive supervisor satisfies the properties required for robust control. The supervisors are variants of the resource order policy, a correct and scalable deadlock avoidance policy developed in earlier work. The approach presented here requires no state enumeration and is polynomial in stable measures of system size.
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