STAMP在加工工业中的应用

Amit Aglave, Debopam Chaudhuri, Stephen Johnson
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引用次数: 0

摘要

危害识别是安全仪表系统(SIS)安全生命周期中最重要的活动之一。正确的危险识别和风险分析是SIS设计的基础。危害识别的结构化研究的常用方法是危害和可操作性研究(HAZOP)研究。HAZOP的概念经过了50多年的发展和应用。HAZOP的基本前提是工厂设计足够成熟,并且有足够的工厂运行设计信息。HAZOP过程将复杂的过程分解成简单的部分,这些部分被称为节点。然后对这些单独的节点进行研究,以确定潜在的危险和可操作性问题。STAMP (system - theory Accident Model and Processing,系统理论事故模型与处理)[2]是基于系统理论的事故因果关系模型。系统理论过程分析(System theoretical Process Analysis, STPA)是一种基于STAMP的工具,是一种基于事故原因扩展模型的较新的危害分析技术。STPA是一种主动分析方法,在设计开发过程中分析事故的潜在原因,从而消除或控制危险。像HAZOP这样的传统研究认为偏差或部件故障是可能出错和导致事故的原因。STPA假设事故也可能是由于系统组件的不安全交互引起的,这些组件都没有发生故障。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application of STAMP to Process Industry
Hazard identification is one of the most important activities carried out in the Safety Instrumented System (SIS) safety lifecycle [1]. Proper hazard identification and analysis of its risk lays the foundation of the SIS design. The common method for a structured study for the hazard identification is Hazard and Operability Study (HAZOP) study. The concepts of HAZOP are well evolved and applied for over five decades. The basic premise for HAZOP considers plant design is mature enough and sufficient design information on the plant operation is available. HAZOP process involves breaking down of complex process into simpler sections which are termed as nodes. These individual nodes are then studied for identifying the potential hazards and operability problems. STAMP (System-Theoretic Accident Model and Processing) [2] is accident causality model based on systems theory. STPA (System Theoretic Process Analysis) is one of the STAMP based tool which is a relatively new hazard analysis technique based on an extended model of accident causation. STPA is a proactive analysis method that analyzes the potential cause of accidents during design development so that hazards can be eliminated or controlled. Conventional studies like HAZOP considers deviations or component failures as cause for what may go wrong and cause accident. STPA assumes that accident may also be caused due to unsafe interactions of the system components, none of which have failed.
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