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Using a combined power law and log-normal distribution model to simulate particle formation and growth in a mobile aerosol chamber

机译:使用组合的幂律和对数正态分布模型来模拟移动气雾室中的颗粒形成和增长

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摘要

We present the combined power law and log-normal distribution(PL+LN) model, a computationally efficient model to be used in simulationswhere the particle size distribution cannot be accurately represented bylog-normal distributions, such as in simulations involving the initial stepsof aerosol formation, where new particle formation and growth occursimultaneously, or in the case of inverse modeling. The model was evaluatedagainst highly accurate sectional models using input parameter values thatreflect conditions typical to particle formation occurring in the atmosphereand in vehicle exhaust. The model was tested in the simulation of a particle formationevent performed in a mobile aerosol chamber at Mäkelänkatu street canyonmeasurement site in Helsinki, Finland. The number, surface area, and massconcentrations in the chamber simulation were conserved with the relativeerrors lower than 2 % using the PL+LN model, whereas amoment-based log-normal model and sectional models with the same computingtime as with the PL+LN model caused relative errors up to 17 and79 %, respectively.
机译:我们提出了幂律和对数正态分布(PL + LN)组合模型,这是一种计算有效模型,可用于无法通过对数正态分布准确表示粒度分布的模拟中,例如在涉及浮质形成初始步骤的模拟中,其中同时发生新的粒子形成和生长,或者在逆建模的情况下。使用输入参数值针对高度精确的截面模型评估了该模型,该参数值反映了大气和车辆排气中发生的颗粒形成所典型的条件。该模型是在芬兰赫尔辛基Mäkelänkatu街道峡谷测量站点的移动气溶胶室中模拟颗粒形成事件的过程中进行测试的。使用PL + LN模型,腔室模拟中的数量,表面积和质量浓度均保持相对误差低于2%,而基于矩量的对数正态模型和截面模型的计算时间与PL + LN模型相同导致相对误差分别高达17%和79%。

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