首页> 外文期刊>Aerosol Science and Technology: The Journal of the American Association for Aerosol Research >Effect of Volume Fraction on Transient Structural Behavior of Aerosol Particles Using Off-Lattice Kinetic Monte Carlo Simulation
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Effect of Volume Fraction on Transient Structural Behavior of Aerosol Particles Using Off-Lattice Kinetic Monte Carlo Simulation

机译:格点动力学蒙特卡洛模拟对体积分数对气溶胶颗粒瞬态结构行为的影响

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Fractal-like aggregates exhibit interesting properties that determine their physicochemical advantages, and thus, the control and prediction of aggregation is critical for many applications. An off-lattice kinetic Monte Carlo (KMC) simulation was performed to investigate the aggregate evolution from primary particles to three-dimensional fractal aggregates, at three different volume fractions. We have found that at low volume fraction, aggregation kinetics is slow, and aggregate morphology is widely open and stringy, with fractal dimension of (D-f) 1.8, in which the system is constantly preserved in the dilute regime. In denser volume fractions, however, the aggregation kinetics appears to be accelerated and aggregate morphology is more compact and less stringy due to the transition from dilute to dense regimes. Moreover, the volume fractions determine what kind of coagulation mechanism may occur to produce aggregates with different morphologies. At low volume fraction, coagulation is predominated by coagulation between aggregates in which the maximum probability of interpenetration event is only 18%. This suggests that aggregates at low volume fraction can maintain their self-similarity behavior. While at high volume fraction, coagulation is predominated by two subsequent coagulation mechanisms, namely, primary particle-aggregate and aggregate-aggregate interaction. The probability of interpenetration event increases up to 40%. In addition, the interpenetration process as well as the primary particle-aggregate coagulation, particularly in the dense regime, could produce superaggregates with a hybrid structure with a high fractal dimension at large size scales and a low fractal dimension at small scales. A detail mechanism for the formation of superaggregates was discussed.
机译:分形样聚集体表现出决定其物理化学优势的有趣特性,因此,聚集的控制和预测对于许多应用而言至关重要。进行了非晶格动力学蒙特卡洛(KMC)模拟,以研究在三种不同的体积分数下,从一次粒子到三维分形聚集体的聚集体演化。我们发现,在低体积分数下,聚集动力学缓慢,聚集体形态广泛开放且呈丝状,其分形维数为(D-f)1.8,在该系统中,系统始终保存在稀薄状态下。然而,在较稠密的体积分数中,由于从稀薄态到致密态的转变,聚集动力学似乎得到了加速,聚集体形态更加紧凑且不那么严格。此外,体积分数决定了产生不同形态聚集体的凝结机理。在低体积分数下,凝结主要是聚集体之间的凝结,其中互穿事件的最大概率仅为18%。这表明低体积分数的聚集体可以保持其自相似行为。当处于高体积分数时,凝结主要由两个随后的凝结机理,即初级颗粒-聚集体和聚集体-聚集体相互作用。互穿事件的可能性增加到40%。另外,互穿过程以及主要的颗粒聚集体的凝结,特别是在稠密状态下,可以产生具有混合结构的超级聚集体,其在大尺寸尺度上具有高的分形维数而在小尺度上具有低的分形维数。讨论了形成超聚集体的详细机制。

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