Evgeny A. Lisin

Dr. Evgeny A. Lisin


Research Focus & Metrics

Academic Career Length

17Years (2010-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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12 August 2020 in Scientific Reports
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Journal Article
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ELEvgeny A. Lisin
Evgeny A. Lisin
OPO. F. Petrov
O. F. Petrov
ESE. A. Sametov
E. A. Sametov
OVO. S. Vaulina
O. S. Vaulina
KSK. B. Statsenko
K. B. Statsenko
THT. W. Hyde
T. W. Hyde
There is a variety of cases in nature when the action–reaction symmetry is broken. In particular, suitable conditions for this are realized in colloidal suspensions and complex plasmas. Since the first theories and simulations of the nonreciprocal effective interactions between microparticles in complex plasmas were published in 1995–1996, there have been hundreds of studies in the theoretical development of this theme. However, despite such a rich theoretical background, one of the important unsolved problems is a direct experimental determination of the nonreciprocal interparticle interaction forces. Here, we studied experimentally in detail the forces of the nonreciprocal effective interaction between microparticles suspended a radio-frequency produced plasma sheath. For this purpose, an experimental method based on an analysis of the spectral density of random processes in an open dissipative two-particle system was developed. In contrast to previous investigations, the proposed method takes into account random and dissipative processes in the system, does not require a special design of the experimental setup and any external perturbations, pre-measurements of external fields and any assumptions about the type of interaction. We found that even small charge changes of one particle, caused by its thermal motion in a wake field of another particle, can lead to a significant change in the effective (measurable) interaction between the particles.

1 June 2022 in Physical Chemistry Chemical Physics
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ELEvgeny A. Lisin
Evgeny A. Lisin
OVO. S. Vaulina
O. S. Vaulina
ILI. I. Lisina
I. I. Lisina
OPOleg Petrov
Oleg Petrov
Overdamped active Brownian motion of self-propelled particles in a liquid has been fairly well studied. However, there are a variety of situations in which the overdamped approximation is not justified, for instance, when self-propelled particles move in a low-viscosity medium or when their rotational diffusivity is enhanced by internal active processes or external control. Examples of various origins include biofilaments driven by molecular motors, living and artificial microflyers and interfacial surfers, field-controlled and superfluid microswimmers, vibration-driven granular particles and autonomous mini-robots with sensorial delays, etc. All of them extend active Brownian motion to the underdamped case, i.e., to active Langevin motion, which takes into account inertia. Despite a rich experimental background, there is a gap in the theory in the field where rotational inertia significantly affects the random walk of active particles on all time scales. In particular, although the well-known models of active Brownian and Ornstein–Uhlenbeck particles include a memory effect of the direction of motion, they are not applicable in the underdamped case, because the rotational inertia, which they do not account for, can partially prevent “memory loss” with increasing rotational diffusion. We describe the two-dimensional motion of a self-propelled particle with both translational and rotational inertia and velocity fluctuations. The proposed generalized analytical equations for the mean kinetic energy, mean-square displacement and noise-averaged trajectory of the self-propelled particle are confirmed by numerical simulations in a wide range of self-propulsion velocities, moments of inertia, rotational diffusivities, medium viscosities and observation times.

1 July 2018 in Planetary and Space Science
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Journal Article
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IKI.A. Kuznetsov
I.A. Kuznetsov
SHS.L.G. Hess
S.L.G. Hess
AZAlexander Zakharov
Alexander Zakharov
FCF. Cipriani
F. Cipriani
ESE. Seran
E. Seran
SKS.I. Kopnin
S.I. Kopnin

26 July 2021 in Physical Chemistry Chemical Physics
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Journal Article
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ELEvgeny A. Lisin
Evgeny A. Lisin
OVO. S. Vaulina
O. S. Vaulina
ILI. I. Lisina
I. I. Lisina
OPO. F. Petrov
O. F. Petrov
Simple corrections are proposed to the basic theory of overdamped active Brownian motion, which allow one to calculate the effective diffusion coefficient and the persistence length of a self-propelled particle in a medium with any dynamic viscosity.

1 April 2010 in Journal of Experimental and Theoretical Physics
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Journal Article
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OVO. S. Vaulina
O. S. Vaulina
ELEvgeny A. Lisin
Evgeny A. Lisin
AGA. V. Gavrikov
A. V. Gavrikov
OPO. F. Petrov
O. F. Petrov
VFV. E. Fortov
V. E. Fortov
A new method is proposed for determining the interaction forces between particles in nonideal dissipative systems with isotropic pair potentials. The method is based on the solution of the inverse...

1 May 2013 in New Journal of Physics
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ELEvgeny A. Lisin
Evgeny A. Lisin
RTR A Timirkhanov
R A Timirkhanov
OVO S Vaulina
O S Vaulina
OPO F Petrov
O F Petrov
VFV E Fortov
V E Fortov
An experimental study of dust grain dynamics in plasma was carried out for cluster systems relaxing to their equilibrium state after the action of a laser beam. The influence of this external perturbation on the potential between interacting dust grains was analyzed. We found that the spatial asymptotes of the pair potential for perturbed and equilibrium dust systems differ. The possible reasons for this phenomenon are discussed.