ASHRAE 4690-2004 Uncertainty-Based Quantitative Model for Assessing Risks in Existing Buildings《在现有的建筑物中 以评估风险为目的 不确定性为基础的定量模式》.pdf
《ASHRAE 4690-2004 Uncertainty-Based Quantitative Model for Assessing Risks in Existing Buildings《在现有的建筑物中 以评估风险为目的 不确定性为基础的定量模式》.pdf》由会员分享,可在线阅读,更多相关《ASHRAE 4690-2004 Uncertainty-Based Quantitative Model for Assessing Risks in Existing Buildings《在现有的建筑物中 以评估风险为目的 不确定性为基础的定量模式》.pdf(15页珍藏版)》请在麦多课文档分享上搜索。
1、4690 Uncertainty-Based Quantitative Model for Assessing Risks in Existing Buildings T. Agami Reddy, Ph.D., P.E. Member ASHRAE ABSTRACT Risk anabsis involves three interrelated aspects, namely, risk assessment (characterization and estimation of potential adverse efects associated with exposure to ha
2、zards), risk management or mitigation roces of controlling risks or reducing their probability of occurrence by weighing alterna- tives and selecting appropriate action and also by putting in place response and recovery measures should an adverse phenomenon occur), and risk communication to the gene
3、ral public and concerned agencies. The objective of this paper is to propose a conceptual quantitative model for riskassessment in existing buildings that, while being consistent with current financial practice, would allow determination of expected annual monetary cost to recover from various risk.
4、 The meth- odology would thus provide guidance on identifiing the specijc risks that need to be managed most critically. The proposed methodology allows for the perceived importance with which dflerent stakeholders in a building for example, a building owner or the tenants) view the interaction betw
5、een vuinerabie risk targets (occupants, property damage, revenue loss) and building elements (such as civil, direct physical, cybernetic, mechanical and electrical system failure, and operation services) that are affected by different hazard cate- gories. Each risk target is further subdivided into
6、several sub- targets, whileeach hazard category is broken down into hazard events. The anabsis involves (1) assigning conditional fuzzy values (with symmetric triangular membership functions) characterizing the perceived importance of different targets and subtargets to the concerned stakeholdeq (2)
7、 multiplying them with the relevant binary applicability matrix (which is also stakeholder specijc), thus, allowing subtargets to be Jason Fierko Student Member ASHRAE mapped onto hazard categories, (3) multiplying them with historic hazard event probabilities (or absolute annual prob- ability of oc
8、currence of certain hazard events) that depend on such considerations as climate and geographic location of the city, location of building within the city, importance and type of building, and finally, (4) using industry-accepted building specijc financial inputs (such as building replacement cost,
9、net return on investment, number of occupants, insurance- related costs, etc.) to compute expected estimates of monetary risk (along with their uncertainty) to various hazards. We adopt a decision tree diagram approach for greater clarity in visualizing the process as well as the ease that it provid
10、es in performing the sequential calculations. An illustrative solved example pertinent to a large leased ofice building is presented and discussed to better illustrate the entire methodology. Logi- cal improvements and extensions are also pointed out. The methodologyproposed is ofgeneral relevance a
11、nd is not meant exclusively for assessing risk due to extraordinary incidents. RISK ANALYSIS: GENERAL BACKGROUND Risk has different connotations in both everyday and scientific contexts, but all deal with the potential effects of a loss (financial, physical, etc.) caused by an undesired event or haz
12、ard. The analysis of risk can be viewed as a more formal and scientific approach to the well-known Murphys Law (Wang and Roush 2000). Though different sources categorize them a little differently, the formal treatment of risk analysis includes three specific and interlinked aspects (NRC 1983; Haimes
13、 1998; USCG 2001): 1. Risk assessment involves several activities such as identi- sling the sources and nature of the hazards (either natural or T. Agami Reddy is a professor in the Civil, Architectural and Environmental Engineering Department of Drexel University, Philadelphia, Penn. Jason Fierko i
14、s with Ewing Cole, Philadelphia, Penn. 02004 ASHRAE. 21 7 man-made), estimating the likelihood of their occurrence (i.e., quantifying them through subjective or objective prob- abilities), and, finally, evaluating the consequences (mone- tary, human life, etc.) were they to occur. Regardless of the
15、type of potential loss, risk assessment can be one of two types: (i) qualitative, which is based on common sense or tacit knowledge of experienced professionals, and (ii) quantitative, which is based on adopting scientific and statistical approaches. Generally, the former is extensively used either
16、during the early stages of a new threat (such as that associated with recent extraordinary incidents) or when the overall problem is so complex and uncertain in its cause and effects that quantitative methods yield close to mean- ingless results. Quantitative methods, on the other hand, provide grea
17、t accuracy in applications where the hazards are reasonably well-defined in their character, probability of occurrence, and their consequences. Quantitative risk assessment methods are tools based on accepted and standardized mathematical models that rely on real life data as their inputs. This info
18、rmation may come from a random sample, previously available data, or expert opinion. Risk assessment can be used to analyze the risk that is associated with a specific danger or to a whole gamut of hazards. The basis of quantitative risk assessment is that it can be characterized as the product of t
19、he probability of occurrence of an adverse event or hazard multiplied by its consequence. Since both these terms are inherently such that they cannot be quantified exactly, a major issue in quantitative risk assessment is how to simulate, and thereby determine, confidence bands of the uncertainty in
20、 the risk estimates. Very sophisticated probability-based statistical tech- niques have been proposed in the published literature involving traditional probability distributions in conjunction with Monte Carlo and bootstrap techniques (Haas et al. 1999) as well as artificial intelligence meth- ods s
21、uch as fuzzy logic (Hopgood 2001). 2. Riskmanagement is the process of controlling risks, weigh- ing alternatives, and selecting the most appropriate action based on engineering, economic, legal, or political issues. Risk management deals with how best to control or mini- mize the specific identifie
22、d risks through remedial planning and implementation. These include (i) enhanced technical innovations intended to minimize the consequences of a mishap and (ii) increased training to concerned personnel in order to both reduce the likelihood and consequences of a mishap (USCG 2001). Thus, good risk
23、 management and control cannot prevent bad things from happening alto- gether, but they can minimize both the probability of occur- rence as well as the consequences of a hazard. Risk management includes riskresolution, which narrows the set of remedial options (or alternatives) to the most promisin
24、g few by determining their risk leverage factor. This measure of their relative cost-benefit is computed as the difference in 3. risk assessment estimates before and after the implementa- tion of the specific risk action plan or measure divided by its implementation cost (Hall 1998). Risk management
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