2010
DOI: 10.1016/j.jaerosci.2010.05.001
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Molecular dynamics simulation on the energy exchanges and adhesion probability of a nano-sized particle colliding with a weakly attractive static surface

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Cited by 20 publications
(16 citation statements)
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“…However, for nanometersized particles the coefficient of restitution may not be unity and the absolute value is unknown (Ayesh et al, 2010). Studies show that the coefficient of restitution is dependent on the impact velocity as well as the material and surface of a nanoparticle (Sato et al, 2007;Ayesh et al, 2010;Jung et al, 2010;Rennecke and Weber, 2013b). The coefficient of restitution is small for impact velocities close to the critical velocity (Rennecke and Weber, 2013b), which leads to small rebound velocities.…”
Section: Analytical Workmentioning
confidence: 99%
“…However, for nanometersized particles the coefficient of restitution may not be unity and the absolute value is unknown (Ayesh et al, 2010). Studies show that the coefficient of restitution is dependent on the impact velocity as well as the material and surface of a nanoparticle (Sato et al, 2007;Ayesh et al, 2010;Jung et al, 2010;Rennecke and Weber, 2013b). The coefficient of restitution is small for impact velocities close to the critical velocity (Rennecke and Weber, 2013b), which leads to small rebound velocities.…”
Section: Analytical Workmentioning
confidence: 99%
“…According to the MDS study of Jung et al (2010), the collision process can be divided into two parts: loading phase and unloading phase. In the loading phase, the particle is compressed and deformed.…”
Section: Reasoning For the Choice Of A Soft Particle In Combination Wmentioning
confidence: 99%
“…The length of the loading phase is not much different from the unloading phase. Jung et al (2010) showed that the period of the unloading phase is about 0.5 ps for the 1055-molecule argon particle impacting with a velocity of 160 m/s. The period of atomic lattice vibration of argon is roughly t v ¼h/k B Y$0.6 ps, where h, k B , and Y are Plank constant, Boltzmann constant and Debye temperature, respectively.…”
Section: Reasoning For the Choice Of A Soft Particle In Combination Wmentioning
confidence: 99%
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