4.1 Simulation configuration
Since a radiological dirty bomb is likely to be detonated in open urban spaces with a high population density, such as city streets, and the resulting atmospheric dispersion of pollutants will occur around buildings, building models were constructed based on major landmarks in Taiwan. First, the topographical settings for the CALMET model were processed, with 30-meter horizontal resolution topographical data obtained from the open data provided by the Ministry of the Interior, Republic of China. The data was imported into the CALMET model, focusing on an area with a radius of five kilometers from Taipei 101 as the central point (as shown in Figure 2). The extracted topography is shown in Figure 3, which illustrates that the terrain near Taipei 101 is predominantly flat, with elevations around 20 meters. To the east of Taipei 101 lies the Four Beast Mountains, with the highest peak reaching an elevation of 344.7 meters. Meteorological data from the CWB/WRF model was used, providing hourly three-dimensional meteorological data with a horizontal resolution of 1 kilometer (as shown in Figure 4). This data was introduced into the CALMET model using the CALWRF program and downscaled to a 250-meter horizontal resolution, as depicted in Figure 5. The figure shows that the predominant wind direction is from the northeast.
The model for a single building was designed based on the appearance of Taipei 101, a landmark skyscraper located in Xinyi District, Taipei, Taiwan. Taipei 101 has a total height of approximately 509 meters, including its spire and antenna, and a height of approximately 449 meters without the spire and antenna. It consists of 101 above-ground floors and 5 basement levels, with a total floor area of 371,000 square meters. Additionally, there is a six-story shopping mall, approximately 60 meters high, known as the "podium," located adjacent to the main building. The widest point of the main building is approximately 55 meters. Therefore, for this study, a rectangular prism model was constructed with a height of 449 meters (excluding the spire and antenna) and a width of 55 meters. The CALPUFF model setup parameters corresponding to the radiological dirty bomb are provided in Table 1. The initial bomb size was set with a diameter of 0.3 meters, and the pollutant emission rate was 1.0E01 Bq/s. The bomb's location was set 10 meters northeast of Taipei 101.
Table 1 Radiological Dirty Bomb Configuration Parameters.
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)
4.2 Simulation Results
The simulation results are illustrated in Figure 8 to Figure 10. Figure 8 represents the results without any building influence, showing pollutant dispersion following a Gaussian distribution. In contrast, Figure 9 shows higher cumulative pollutant concentrations on the southwest side of the building. For multiple simplified building simulations, the same modeling approach as for a single building was used, involving the CALPUFF model setup parameters under Subgroup (13c) in the model setup document. For this test, a building model with dimensions 70 meters long, 30 meters wide, and 45 meters high was constructed 15 meters west (left side) of Taipei 101, as shown in Table 2. The simulation results are presented in Figure 10, which indicates higher cumulative pollutant concentrations on the northeast side of the two buildings, with the second-highest cumulative concentration on the southwest side of the building.
To assess the impact of increasing horizontal resolution by a factor of 10, a simulation was performed with a horizontal resolution of 3 meters, which is ten times higher than the original 30-meter resolution. The model setup parameters are provided in Table 3, and the data output in terms of the number of calculations increased from 2 seconds to 3600 seconds. The simulation results with enhanced horizontal resolution are displayed in Figure 11 to Figure 13. In the absence of buildings, as seen in Figure 11, pollutant dispersion follows a Gaussian distribution, downstream in the wind direction. Under the influence of a single building, the results for a 3-meter resolution (Figure 12) are identical to those with a 30-meter resolution. There is a noticeable higher concentration of pollutants on the southwest side of the building. With the configuration of multiple buildings, the 3-meter resolution results also show higher cumulative concentrations on the northeast side of the buildings, similar to the 30-meter resolution results. Comparing the results of 30-meter and 3-meter resolutions, the increase in resolution provides more detailed insights into pollutant distribution patterns. However, it comes at the cost of computational speed. Considering the need for emergency response and the required information on pollutant concentration distribution when personnel are deployed, a smaller simulation area should be considered.
Table 2 Building Configuration.
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)
Table 3 Model Horizontal Resolution Configuration.
![](data:image/png;base64,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)