Spatial Functions for Modeling and Analysis of Safety-Critical Systems of Systems

Benjamin E Lanier, Leonard Petnga
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Abstract

Our work is concerned with the modeling and analysis of safety-critical systems of systems (SoS). They emerge from the arrangement of independent and useful physical systems integrated into a larger system that delivers unique capabilities such as multi-Unmanned Aircraft Systems (UAS) or robotic swarms. Successful collaboration and interaction between component systems in (increasingly) reduced spaces is contingent to precise and accurate perception, interpretation and management of various spatial representations of self and teaming systems. This is needed for effective decision making (the right action at the right time, and in the right place) for keeping safety-critical SoS safe. Thus, we develop and propose space-based interaction functions to model and evaluate the spatial properties and interactions of systems (as agents) within a safety-critical SoS. These mathematical spatial functions define, express and provide means to evaluate physical and communication interactions between pairs of agents and between an agent and all the other agents in the SoS. They are shown to be valuable mechanisms for rigorous, systematic, domain independent analysis of safety-critical SoS and can be implemented by systems of any size or shape. Architecture for the implementation of the functions is described for support of models and simulations of safety-critical SoS across a wide variety of applications including multi-UAS package delivery systems.
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用于系统的安全关键系统建模和分析的空间函数
我们的工作涉及系统的安全关键系统(SoS)的建模和分析。它们来自于将独立而有用的物理系统集成到一个更大的系统中,该系统提供独特的功能,如多无人机系统(UAS)或机器人群。在(日益)减少的空间中,组件系统之间的成功协作和交互取决于对自我和团队系统的各种空间表示的精确和准确的感知、解释和管理。这对于有效的决策制定(在正确的时间和正确的地点采取正确的行动)是必要的,以保证安全关键SoS的安全。因此,我们开发并提出了基于空间的交互功能,以模拟和评估安全关键SoS内系统(作为代理)的空间属性和交互。这些数学空间函数定义、表达并提供了评估系统中个体对之间以及个体与所有其他个体之间的物理和通信交互的方法。它们被证明是对安全关键系统进行严格、系统、领域独立分析的有价值的机制,并且可以由任何大小或形状的系统实现。描述了实现这些功能的体系结构,以支持各种应用程序(包括多无人机包裹递送系统)中安全关键SoS的模型和模拟。
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