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Determining the infiltration of outdoor particles in the indoor environment using a dynamic model

机译:使用动态模型确定室外颗粒在室内环境中的渗透

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As people spend a significant portion of their time indoors,it is desirable to determine the fraction of outdoor particles that reach the indoor environment and the associated inter-and intra-home variability.This fraction depends on particle penetration efficiency and deposition rate.An alternative method for calculating the dynamic infiltration factor using time-dependent concentrations and air-exchange measurements is presented.We discuss the limitations of calculating the penetration rate and deposition velocity independently and find that the indoor/outdoor ratio often overestimates penetration efficiency.The dynamic infiltration factors are calculated for seven houses,for generally seven nights per house,for 17 particle size fractions.For the smallest particle size fraction (0.02-0.03 mu m),the mean infiltration factor across homes was 0.49,increasing up to 0.76 for the 0.2-0.3 mu m size fraction,and then decreasing steadily to.0.32 for the largest size fraction (4-6 mu m).The coefficients of variation between nights and homes were determined and are comparable,ranging between 0.07 and 0.18 for all the size fractions up to 1 mu m,with values up to 0.48 for larger size fractions.
机译:由于人们将大部分时间花在室内,因此需要确定到达室内环境的室外颗粒比例以及相关的家庭内部和家庭内部可变性。该比例取决于颗粒的渗透效率和沉积速率。提出了使用随时间变化的浓度和空气交换测量值来计算动态渗透因子的方法。我们讨论了独立计算渗透率和沉积速度的局限性,发现室内/室外比经常高估了渗透效率。计算了7栋房屋,通常每栋房屋住了7个晚上,选择了17个颗粒尺寸分数。对于最小的颗粒尺寸分数(0.02-0.03μm),整个房屋的平均渗透系数为0.49,对于0.2-0.03,则增加到0.76。尺寸分数为0.3微米,然后最大尺寸分数(4-6微米)稳定降低至0.32。确定了夜间和房屋之间的变化效率,这些效率是可比较的,对于最大尺寸为1微米的所有尺寸部分,其效率介于0.07至0.18之间,对于较大尺寸的部分,其效率最高为0.48。

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