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Doklady Physics
ISSN 1028-3358 (Print) ISSN 1562-6903 (Online)
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Keywords Aerodynamic Shield Attenuation Coefficient Azimuthal Force Bubble Center Bubble Sphericity Cavitation Bubbles DOKLADY Physic Earth Quake Electrostatic Transducer Euler Bernoulli Beam Inclined Plane Laser Pulse Parameters Pair Correlation Functions (PCF) Pendulum Type Shock Wave Shock Wave Focusing Single Scalar Equation Spherical Robot Supercompression Turbulent Boundary Layer UNDER LASER
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Keywords Aerodynamic Shield Attenuation Coefficient Azimuthal Force Bubble Center Bubble Sphericity Cavitation Bubbles DOKLADY Physic Earth Quake Electrostatic Transducer Euler Bernoulli Beam Inclined Plane Laser Pulse Parameters Pair Correlation Functions (PCF) Pendulum Type Shock Wave Shock Wave Focusing Single Scalar Equation Spherical Robot Supercompression Turbulent Boundary Layer UNDER LASER
Home > Search > Author Details

Author Details

Shamolin, M. V.

Issue Section Title File
Vol 61, No 9 (2016) Mechanics A multidimensional pendulum in a nonconservative force field under the presence of linear damping
Vol 61, No 12 (2016) Mechanics New cases of integrable systems with dissipation on tangent bundles of two- and three-dimensional spheres
Vol 62, No 5 (2017) Mechanics New cases of integrable systems with dissipation on a tangent bundle of a multidimensional sphere
Vol 62, No 8 (2017) Mechanics New cases of integrable systems with dissipation on a tangent bundle of a two-dimensional manifold
Vol 62, No 11 (2017) Mechanics New cases of integrable systems with dissipation on the tangent bundle of a three-dimensional manifold
Vol 63, No 10 (2018) Mechanics New Cases of Integrable Systems with Dissipation on the Tangent Bundles of a Multidimensional Manifold
Vol 63, No 3 (2018) Mechanics New Cases of Integrable Systems with Dissipation on Tangent Bundles of Four-Dimensional Manifolds
Vol 64, No 4 (2019) Mechanics New Cases of Integrable Fifth-Order Systems with Dissipation
Vol 64, No 8 (2019) Mechanics New Cases of Integrable Seventh-Order Systems with Dissipation
Vol 64, No 12 (2019) Mechanics New Cases of Integrable Ninth-Order Systems with Dissipation
 

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