利用盐湖城URBAN 2000现场数据评价城市灾害预测评估能力(HPAC)分散模型

Joseph C. Chang, S. Hanna, Z. Boybeyi, P. Franzese
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引用次数: 36

摘要

2001年9月11日恐怖事件发生后,人们对恐怖主义行为在城市地区释放化学、生物、放射性和核(CBRN)材料的潜在影响的关注大大增加。针对城市CBRN模型的需求,建立了城市灾害预测评估能力(urban HPAC)运输与扩散模型。由于HPAC被国防部广泛用于规划、训练、作战和战术目的,因此用城市数据集充分评估新模型以证明其准确性是非常重要的。本文利用“Urban 2000”城市示踪剂和犹他州盐湖城的气象野外试验数据对城市HPAC进行了评价。研究中考虑了四种城市HPAC模型配置选项和五种合理的气象输入数据选项(从数据稀疏到数据丰富的场景),从而产生了总共20种可能的模型组合。对于每个密集操作周期(IOP)的每个采样弧上的最大浓度,20个Urban HPAC模型组合给出了一致的约50%的平均高估,其范围从没有高估到平均高估的4倍。20个模型组合的随机散点的中位数约为平均值的3倍,20个模型组合的范围约为2到9倍。这些性能度量满足先前建立的离散模型的接受标准。
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Use of Salt Lake City URBAN 2000 Field Data to Evaluate the Urban Hazard Prediction Assessment Capability (HPAC) Dispersion Model
After the terrorist incidents on 11 September 2001, there is a greatly heightened concern about the potential impacts of acts of terrorism involving the atmospheric release of chemical, biological, radiological, and nuclear (CBRN) materials in urban areas. In response to the need for an urban CBRN model, the Urban Hazard Prediction Assessment Capability (Urban HPAC) transport and dispersion model has been developed. Because HPAC is widely used by the Department of Defense community for planning, training, and operational and tactical purposes, it is of great importance that the new model be adequately evaluated with urban datasets to demonstrate its accuracy. This paper describes evaluations of Urban HPAC using the “URBAN 2000” urban tracer and meteorological field experiment data from Salt Lake City, Utah. Four Urban HPAC model configuration options and five plausible meteorological input data options—ranging from data-sparse to data-rich scenarios—were considered in the study, thus leading to a total of 20 possible model combinations. For the maximum concentrations along each sampling arc for each intensive operating period (IOP), the 20 Urban HPAC model combinations gave consistent mean overpredictions of about 50%, with a range over the 20 model combinations from no overprediction to a factor-of-4 overprediction in the mean. The median of the random scatter for the 20 model combinations was about a factor of 3 of the mean, with a range over the 20 model combinations between a factor of about 2 and 9. These performance measures satisfy previously established acceptance criteria for dispersion models.
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