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A Monte Carlo and continuum study of mechanical properties of nanoparticle based films

机译:纳米粒子基薄膜力学性能的蒙特卡洛和连续性研究

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A combination Monte Carlo and equivalent-continuum simulation approach was used to investigate the structure-mechanical property relationships of titania nanoparticle deposits. Films of titania composed of nanoparticle aggregates were simulated using a Monte Carlo approach with diffusion-limited aggregation. Each aggregate in the simulation is fractal-like and random in structure. In the film structure, it is assumed that bond strength is a function of distance with two limiting values for the bond strengths: one representing the strong chemical bond between the particles at closest proximity in the aggregate and the other representing the weak van der Waals bond between particles from different aggregates. The Young’s modulus of the film is estimated using an equivalent-continuum modeling approach, and the influences of particle diameter (5–100 nm) and aggregate size (3–400 particles per aggregate) on predicted Young’s modulus are investigated. The Young’s modulus is observed to increase with a decrease in primary particle size and is independent of the size of the aggregates deposited. Decreasing porosity resulted in an increase in Young’s modulus as expected from results reported previously in the literature.
机译:结合蒙特卡罗和等效连续谱模拟方法研究二氧化钛纳米颗粒沉积物的结构-机械性能关系。使用具有扩散受限聚集的蒙特卡洛方法模拟了由纳米颗粒聚集体组成的二氧化钛薄膜。模拟中的每个集合体都是分形的,并且结构随机。在薄膜结构中,假定结合强度是距离的函数,结合强度有两个极限值:一个代表聚集体中最接近的粒子之间的强化学键,另一个代表弱的范德华键不同聚集体的粒子之间。使用等效连续谱建模方法估算薄膜的杨氏模量,并研究了粒径(5–100 nm)和聚集体尺寸(每个聚集体3–400个颗粒)对预测杨氏模量的影响。观察到杨氏模量随着初级粒径的减小而增加,并且与沉积的聚集体的尺寸无关。孔隙率的降低导致杨氏模量的增加,这是先前文献报道的结果所预期的。

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