Search by keyword: "nonlinear dynamics"
Dry Friction and Mechanical System Motion Implicit Equations
Authors: Lapshin V.V. | Published: 05.12.2021 |
Published in issue: #6(99)/2021 | |
DOI: 10.18698/1812-3368-2021-6-4-16 | |
Category: Mathematics and Mechanics | Chapter: Differential Equations and Mathematical Physics | |
Keywords: nonlinear dynamics, dry friction, implicit differential motion equations, Painleve paradoxes |
Walking Wheel
Authors: Lapshin V.V. | Published: 14.12.2020 |
Published in issue: #6(93)/2020 | |
DOI: 10.18698/1812-3368-2020-6-23-35 | |
Category: Mathematics and Mechanics | Chapter: Differential Equations and Mathematical Physics | |
Keywords: nonlinear dynamics, bipedal walking, walking wheel, rimless wheel |
Generalised Hertz — Hunt — Crossley Collision Model
Authors: Borovin G.K., Lapshin V.V. | Published: 05.12.2018 |
Published in issue: #6(81)/2018 | |
DOI: 10.18698/1812-3368-2018-6-18-30 | |
Category: Mathematics and Mechanics | Chapter: Differential Equations and Mathematical Physics | |
Keywords: collinear collision, coefficient of restitution, nonlinear dynamics |
Generalised Hertz — Hunt — Crossley Collision Model
Authors: Borovin G.K., Lapshin V.V. | Published: 05.12.2018 |
Published in issue: #6(81)/2018 | |
DOI: 10.18698/1812-3368-2018-6-18-30 | |
Category: Mathematics and Mechanics | Chapter: Differential Equations and Mathematical Physics | |
Keywords: collinear collision, coefficient of restitution, nonlinear dynamics |
Nonlinear elastoplastic model of collinear impact
Authors: Lapshin V.V., Yurin E.A. | Published: 16.02.2016 |
Published in issue: #1(64)/2016 | |
DOI: 10.18698/1812-3368-2016-1-90-99 | |
Category: Informatics, Computer Engineering and Control | Chapter: Mathematical Modelling. Numerical Methods, and Software Systems | |
Keywords: collinear collision, coefficient of restitution, nonlinear dynamics |
Stability of Rayleigh–Benard Convection in the Context of Synchronization of Oscillators
Authors: Verichev N.N.  | Published: 08.09.2013 |
Published in issue: #1(44)/2012 | |
DOI: | |
Category: Applied Mathematics and Methods of Mathematical Simulation | |
Keywords: qualitative theory of dynamical systems, oscillation theory, nonlinear dynamics, dynamical chaos, chaotic synchronization |