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Advanced Building Simulation

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2.4.2 Uncertainty in wind pressure coefficients<br />

Uncertainty in building simulation 43<br />

2.4.2.1 Introduction<br />

To simulate natural ventilation flows in buildings, the wind pressure distribution over<br />

the building envelope is required. In the design of low-rise buildings, wind tunnel<br />

experiments are scarcely employed to measure these wind pressures. Instead, techniques<br />

are used which predominantly rely on inter- or extrapolation of generic<br />

knowledge and data, for example, wind pressure coefficients, previously measured in<br />

wind tunnel studies and full-scale experiments. Due to the complexity of the<br />

underlying physics, this is a process, which may introduce considerable uncertainty.<br />

In the crude uncertainty analysis reported in the previous paragraph, the quantification<br />

of this uncertainty did not go beyond the appraisal done by the analyst performing<br />

the study. However, the uncertainty in the wind pressure coefficients can<br />

more adequately be quantified by experts in the field of wind engineering. These<br />

experts are acquainted with the complexity of the underlying physics and hence best<br />

suited to interpolate and extrapolate the data they have available on the subject and<br />

assess the uncertainties involved. The next section reports on an experiment in which<br />

expert judgment was used to quantify the uncertainties in the wind pressure difference<br />

coefficients in the case at hand.<br />

2.4.2.2 Principles of an expert judgment study<br />

In an expert judgment study, uncertainty in a variable is considered as an observable<br />

quantity. Measurement of this quantity is carried out through the elicitation of<br />

experts, namely people with expertise in the field and context to which the variable<br />

belongs. These experts are best suited to filter and synthesize the existing body of<br />

knowledge and to appreciate the effects of incomplete or even contradictory experimental<br />

data. The uncertain variables are presented to the experts as outcomes of<br />

(hypothetical) 3 experiments, preferably of a type the experts are familiar with. They<br />

are asked to give their assessments for the variables in terms of subjective probabilities,<br />

expressing their uncertainty with respect to the outcome of the experiment.<br />

Combination of the experts’ assessments aims to obtain a joint probability distribution<br />

over the variables for a (hypothetical) decision-maker, DM, who could use the<br />

result in his/her decision-problem. The resulting distribution, which is referred<br />

to as the DM, can be interpreted as a “snapshot” of the state-of-the-knowledge,<br />

expressing both what is known and what is not known.<br />

To meet possible objections of a decision-maker to adopt the conclusions of an<br />

expert judgment study, which are based on subjective assessments, it is important that<br />

a number of basic principles are observed. These include the following:<br />

● Scrutability/accountability: all data, including experts’ names and assessments,<br />

and all processing tools are open to peer review.<br />

● Fairness: the experts have no interest in a specific outcome of the study.<br />

● Neutrality: the methods of elicitation and processing must not bias the results.<br />

● Empirical control: quantitative assessments are subjected to empirical quality<br />

controls.

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