共查询到18条相似文献,搜索用时 62 毫秒
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本文研究了一类不能用齐整自动机建模的离散事件系统的监控问题,首先介绍了自动机齐整性的定义及检测方法,接着给出了将系统分解为若干个子系统的算法,最后讨论了系统监控问题,所得结果具有一定的参考价值。 相似文献
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基于D-自动机模型,通过广义状态谓词空间与半范数的概念,深入研究了实时DEDS的状态行为及最速控制问题,最后讨论了此类控制问题解的存在性。 相似文献
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离散事件动态系统多模型集成控制理论 总被引:7,自引:0,他引:7
本文讨论现有各种DEDS模型和理论之间的关系以及建立统一的DEDS理论的可能性问题,主要内容包括:DEDS的复杂性以及对它采用多重模型描述和递阶控制结构的必要性;对现有理论模型和控制问题进行综述以揭示它们作为“知识块”看待时其间的相互联系;集成的方法论和为此目的运用人工智能技术的重要性。 相似文献
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离散事件动态系统理论的发展动向 总被引:4,自引:0,他引:4
离散事件动态系统(DEDS)是这样一类人造系统,它在每一时间点上的变化发展依赖于许多不同事件的复杂交互作用,其状态仅在离散的时间点上发生变化。这样的系统很多,如制造系统、计算机系统、城市交通系统、排队服务系统、复杂的多模式过程控制系统等。离散事件动态系统理论自1980年由美国哈佛大学著名教授何毓琦(Y.C.Ho)倡导研究以来,已取得了不小进展。十多年后的今天,问题和成果并存,我们对建立这一理论的困难也有了进一步的认识。本文从探索的角度向读者简介一下此理论的发展情况,与计算机科学的联系,潜在的应用问题,及讨论一下此理论目前存在的问题和未来发展方向。本文不 相似文献
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离散事件动态系统稳定性分析方法 总被引:5,自引:2,他引:3
本文提出一种受控时序PETRI网络方法以建立离散事件动态系统状态空间模型,并以此为基础给出一类离散事件系统的稳定性定义及一种新的稳定性分析方法. 相似文献
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本文讨论无环向图和皮特利网描述的一类离散事件动态系统的特征值的求解方法,对事件延迟系统,给出了频域的特征矩阵M(z)的特征值求法,并由之提出一个新的求取闭环无环向图描述的离散系统特征值的方法。 相似文献
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离散事件动态系统的能观性 总被引:2,自引:0,他引:2
研究离散事件动态系统的能观性与对偶原理,用极大代数上方程唯一解的引理得到了完全能观性的新判据,由此给出了著名的对偶原理;提出能观维数的新概念,得到了维数对偶原理:并分析了完全能观状态集的结构。 相似文献
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线性离散事件动态系统的鲁棒性* 总被引:3,自引:0,他引:3
应用极大代数,可对一类离散事件动态系统建立线性模型,本文讨论这类系统的鲁捧性,首先系统地讨论了系统中有一个参数发生摄动时对整个系统动态性能的影响,并对系统参数按照这种影响进行了分类,对于系统中有多个参数同时发生增性摄动的情况,给出了不影响系统动态性能的各个参数的允许摄动范围,亦即鲁棒性条件,这个范围在一定意义下是最大允许的参数摄动范围。 相似文献
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离散事件动态系统中的控制综合问题 总被引:2,自引:0,他引:2
本文将离散事件动态系统(DEDS)监控方法中的控制综合问题作了系统的分类,得到了六种控制综合问题,并将它们表示成泛函极值问题,讨论了它们的可行解,最优解的存在性,可生解集的结构以及相互之间的关系。 相似文献
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We consider discrete event systems (DES) involving tasks with real-time constraints and seek to control processing times so
as to minimize a cost function subject to each task meeting its own constraint. When tasks are processed over a single stage,
it has been shown that there are structural properties of the optimal sample path that lead to very efficient solutions of
such problems. When tasks are processed over multiple stages and are subject to end-to-end real-time constraints, these properties
no longer hold and no obvious extensions are known. We consider a two-stage problem with homogeneous cost functions over all
tasks at each stage and derive several new optimality properties. These properties lead to the idea of introducing “virtual”
deadlines at the first stage, thus partially decoupling the stages so that the known efficient solutions for single-stage
problems can be used. We prove that the solution obtained by an iterative virtual deadline algorithm (VDA) converges to the
global optimal solution of the two-stage problem and illustrate the efficiency of the VDA through numerical examples.
相似文献
Christos G. CassandrasEmail: |
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We consider Discrete Event Systems that can dynamically allocate resources in order to process tasks with real-time constraints.
In the case of “weakly hard” constraints, a fraction of tasks is allowed to violate them, as long as m out of any k consecutive tasks meet their respective constraints. This is a generalization of a system with purely hard real-time constraints
where m = k = 1. For non-preemptive and aperiodic tasks, we formulate an optimization problem where task processing times are controlled
so as to minimize a cost function while guaranteeing that a “weakly hard” criterion is satisfied. We establish a number of
structural properties of the solution to this problem which lead to an efficient algorithm that does not require any explicit
nonlinear programming problem solver. The low complexity of this algorithm makes it suitable for on-line applications. Simulation
examples illustrate the performance improvements in such optimally controlled systems compared to ad hoc schemes.
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Christos G. Cassandras (Corresponding author)Email: |
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In our previous work, we investigated detectability of discrete event systems, which is defined as the ability to determine the current and subsequent states of a system based on observation. For different applications, we defined four types of detectabilities: (weak) detectability, strong detectability, (weak) periodic detectability, and strong periodic detectability. In this paper, we extend our results in three aspects. (1) We extend detectability from deterministic systems to nondeterministic systems. Such a generalization is necessary because there are many systems that need to be modeled as nondeterministic discrete event systems. (2) We develop polynomial algorithms to check strong detectability. The previous algorithms are based on an observer whose construction is of exponential complexity, while the new algorithms are based on a new automaton called a detector. (3) We extend detectability to D-detectability. While detectability requires determining the exact state of a system, D-detectability relaxes this requirement by asking only to distinguish certain pairs of states. With these extensions, the theory on detectability of discrete event systems becomes more applicable in solving many practical problems. 相似文献