activity
20152022
most citedYarkovsky effect in Generalized Photogravitational 3-Bodies Problem

32 citations · 198 across the 11 of their papers we have counts for

collaborators

13 papers

physics.gen-ph20224 cited

Analysis of the size of Solar system close to the state with zero total angular momentum via Sundman inequality

Sergey Ershkov, Dmytro Leshchenko

In this paper, we present a new mathematical approach or solving procedure for analysis of the Sundman inequality (for estimating the moment of inertia of the Solar system configur…

physics.gen-ph20215 cited

A new solving procedure for the Kelvin&Kirchhoff equations in case of falling a rotating torus

Sergey Ershkov, Dmytro Leshchenko, Ayrat Giniyatullin

We present in this communication a new solving procedure for Kelvin&Kirchhoff equations, considering the dynamics of falling the rigid rotating torus in an ideal incompressible flu…

physics.gen-ph2020

Sitnikov-type solution for the motion of infinitesimal mass in BiER4BP

Sergey Ershkov, Alla Rachinskaya

In this paper, we present a new ansatz for approximated solving equations of motion of the infinitesimal mass m in case of bi-elliptic restricted problem of four bodies (BiER4BP) (…

physics.gen-ph202031 cited

Semi-analytical solution for the trapped orbits of satellite near the planet in ER3BP

Sergey Ershkov, Alla Rachinskaya

In this paper, we present a new ansatz for solving equations of motion for the trapped orbits of the infinitesimal mass (satellite), which is locked in the space trap to be moving…

physics.gen-ph2019

On the dynamics of non-rigid asteroid rotation

Sergey V. Ershkov, Dmytro Leshchenko

We have presented in this communication a new solving procedure for the dynamics of non-rigid asteroid rotation, considering the final spin state of rotation for a small celestial…

physics.gen-ph201825 cited

On a new type of solving procedure for Laplace tidal equation

Sergey V. Ershkov, Roman V. Shamin

In this paper, we present a new approach for solving Laplace tidal equations (LTE) which was formulated first in [S.V.Ershkov, A Riccati-type solution of Euler-Poisson equations of…