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A V Ivlev

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Articles 56
Citations 80
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Recent Articles
1.
Zampetaki A, Huang H, Du C, Lowen H, Ivlev A
Phys Rev E . 2020 Nov; 102(4-1):043204. PMID: 33212619
Laboratory realizations of two-dimensional (2D) plasma crystals typically involve monodisperse microparticles confined into horizontal monolayers in radio-frequency (rf) plasma sheaths. This gives rise to the so-called plasma wakes beneath the...
2.
Couedel L, Nosenko V, Rubin-Zuzic M, Zhdanov S, Elskens Y, Hall T, et al.
Phys Rev E . 2018 May; 97(4-1):043206. PMID: 29758736
The full melting of a two-dimensional plasma crystal was induced in a principally stable monolayer by localized laser stimulation. Two distinct behaviors of the crystal after laser stimulation were observed...
3.
Yurchenko S, Yakovlev E, Couedel L, Kryuchkov N, Lipaev A, Naumkin V, et al.
Phys Rev E . 2018 Jan; 96(4-1):043201. PMID: 29347570
Using two-dimensional (2D) complex plasmas as an experimental model system, particle-resolved studies of flame propagation in classical 2D solids are carried out. Combining experiments, theory, and molecular dynamics simulations, we...
4.
Ivlev A, Kompaneets R
Phys Rev E . 2017 Jun; 95(5-1):053202. PMID: 28618606
Stability principles for bilayer complex plasmas are studied. To mimic bilayer crystals and identify the main melting mechanism of such structures, a simple binary-chain model is employed. This approach provides...
5.
Ivlev A, Rocker T, Couedel L, Nosenko V, Du C
Phys Rev E Stat Nonlin Soft Matter Phys . 2015 Jul; 91(6):063108. PMID: 26172809
A theory of wave modes in shear-deformed two-dimensional plasma crystals is presented. Modification of the dispersion relations upon the pure and simple shear, and the resulting effect on the onset...
6.
Couedel L, Zhdanov S, Nosenko V, Ivlev A, Thomas H, Morfill G
Phys Rev E Stat Nonlin Soft Matter Phys . 2014 Oct; 89(5):053108. PMID: 25353905
The kinematics of dust particles during the early stage of mode-coupling induced melting of a two-dimensional plasma crystal is explored. It is found that the formation of the hybrid mode...
7.
Khrapak S, Khrapak A, Ivlev A, Morfill G
Phys Rev E Stat Nonlin Soft Matter Phys . 2014 Oct; 89(2):023102. PMID: 25353581
A simple analytical approach to estimate thermodynamic properties of model Yukawa systems is presented. The approach extends the traditional Debye-Hückel theory into the regime of moderate coupling and is able...
8.
Ivlev A, Zhdanov S, Lampe M, Morfill G
Phys Rev Lett . 2014 Oct; 113(13):135002. PMID: 25302896
A theory of the mode-coupling instability (MCI) in a fluid two-dimensional complex plasma is developed. In analogy to the point-wake model of the wake-mediated interactions commonly used to describe MCI...
9.
Rocker T, Ivlev A, Zhdanov S, Morfill G
Phys Rev E Stat Nonlin Soft Matter Phys . 2014 Mar; 89(1):013104. PMID: 24580343
We study the effects of the particle-wake interactions on the dispersion and polarization of dust lattice wave modes in two-dimensional plasma crystals. Most notably, the wake-induced coupling between the modes...
10.
Zhukhovitskii D, Ivlev A, Fortov V, Morfill G
Phys Rev E Stat Nonlin Soft Matter Phys . 2013 Jul; 87(6):063108. PMID: 23848790
We study the deformation of a cavity around a large projectile moving with subsonic velocity in the cloud of small dust particles. To solve this problem, we employ the Navier-Stokes...