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Holarchy formation and optimization in holonic manufacturing systems with contract net

机译:具有合同网的整体制造系统的层次形成与优化

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摘要

Holgnic manufacturing systems (HMS) is based on the notion of holon, an autonomous, cooperative and intelligent entity to provide a econfignrable, flexible and decentralized manufacturing environment to respond to changing needs and opportunities. A set of holons that cooperate to achieve a goal forms a holarchy. How to design a mechanism to form a holarchy to achieve a goal while minimizing the overall cost is a challenge. The objectives of this paper are to propose models and develop collaborative algorithms to guide the holons to form a holarchy to coherently move toward the desired goal state ultimately. We adopt contract net protocol (CNP) to model mutual selection of holons in forming a holarchy. We formulate a holarchy optimization problem to minimize the cost subject to the feasibility constraints. To analyze the feasibility of a holarchy, a Petri net (PN) model is proposed. As classical PN models do not take into account the cost involved in firing transitions, we augment the PN model with cost functions in the problem formulation. Due to the distributed architecture of HMS, the internal structure of each potential holarchy that acts as bidder in CNP is not available to the manager. A key issue is to determine the feasibility of a holarchy without constructing the whole PN model of the given hierarchy. We study the feasible conditions for a holarchy and propose a collaborative algorithm to analyze the feasibility and award contracts to holons without constructing the whole model of a holarchy.
机译:Holgnic制造系统(HMS)基于holon的概念,holon是一个自治,协作和智能的实体,可提供可配置,灵活且分散的制造环境,以应对不断变化的需求和机会。一组旨在实现目标的完整的傻瓜形成了一个整体。如何设计一种形成整体体系以实现目标并最小化总成本的机制是一个挑战。本文的目的是提出模型并开发协作算法,以指导holons形成一个整体,以连贯地朝着期望的目标状态发展。我们采用合同网络协议(CNP)来建模形成整体的holons的相互选择。我们制定了整体性优化问题,以在可行性约束的情况下最小化成本。为了分析一种体系的可行性,提出了一个Petri网(PN)模型。由于经典PN模型没有考虑触发转换所涉及的成本,因此我们在问题表述中使用成本函数来扩展PN模型。由于HMS的分布式体系结构,经理无法使用在CNP中充当投标者的每个潜在阶层的内部结构。一个关键问题是在不构建给定层次结构的整个PN模型的情况下确定层次结构的可行性。我们研究了一个整体性的可行条件,并提出了一种协作算法来分析可行性,并在不构建整体性模型的情况下将合同授予整体。

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