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All articles by "Chirkov V.P."
Stability of the elastically fixed pipeline
| Authors: Radin V.P., Chirkov V.P., Tsoy V.E. | Published: 27.12.2023 |
| Published in issue: #1(766)/2024 | |
| Category: Mechanical Engineering and Machine Science | Chapter: Machine Science | |
| Keywords: elastically fixed pipeline, rectilinear equilibrium form, liquid flow parameters, stability region boundaries |
Stability of a rod with the elastic joint exposed to distributed non-conservative load
| Authors: Radin V.P., Chirkov V.P., Poznyak E.V., Novikova O.V. | Published: 02.05.2023 |
| Published in issue: #5(758)/2023 | |
| Category: Mechanical Engineering and Machine Science | Chapter: Machine Science | |
| Keywords: rod with the elastic joint, potential and follower loads, rectilinear rod stability, critical loads, stability region boundaries |
Dynamic characteristics and adjustment of vibration isolators using the bilinear hysteresis
| Authors: Radin V.P., Poznyak E.V., Chirkov V.P., Novikova O.V. | Published: 06.12.2022 |
| Published in issue: #12(753)/2022 | |
| Category: Mechanical Engineering and Machine Science | Chapter: Machine Science | |
| Keywords: vibration isolator with bilinear hysteresis, bilinear diagram, hysteresis, amplitude-frequency characteristic, resonant frequency, vibration protection device |
Beck’s task with a pulsating tracking force
| Authors: Radin V.P., Chirkov V.P., Shchugorev A.V., Shchugorev V.N. | Published: 21.10.2022 |
| Published in issue: #11(752)/2022 | |
| Category: Mechanical Engineering and Machine Science | Chapter: Machine Science | |
| Keywords: non-conservative loads, cantilever rod stability, parametric oscillations, Floquet theory, flutter and divergence boundaries, parametric resonance |
Dynamic Stability of Pipelines with Fluid Flow
| Authors: Radin V.P., Chirkov V.P., Shchugorev A.V., Shchugorev V.N., Novikova O.V. | Published: 14.11.2020 |
| Published in issue: #11(728)/2020 | |
| Category: Mechanical Engineering and Machine Science | Chapter: Machine Science | |
| Keywords: pipeline stability, method of decomposition by form, boundary and frequency of flutter, pipeline oscillation forms |
Methods for Determinning Critical Values of Nonconservative Loads in Problems of Stability of Mechanical Systems
| Authors: Radin V.P., Chirkov V.P., Shchugorev A.V., Shchugorev V.N. | Published: 28.10.2019 |
| Published in issue: #10(715)/2019 | |
| Category: Mechanical Engineering and Machine Science | Chapter: Machine Science | |
| Keywords: non-conservative loads, stability of mechanical systems, stability research method, divergence and flutter |
Some Features of Non-Conservative Stability Problems of Mechanical Systems
| Authors: Radin V.P., Chirkov V.P., Shchugorev A.V., Shchugorev V.N. | Published: 04.09.2018 |
| Published in issue: #8(701)/2018 | |
| Category: Mechanical Engineering and Machine Science | Chapter: Theory of Mechanisms and Machines | |
| Keywords: three-link pendulum, equilibrium position, non-conservative loading, stability loss criteria, boundaries of divergence and flutter |