Пошуковий запит: (<.>A=Limarchenko O$<.>) |
Загальна кількість знайдених документів : 22
Представлено документи з 1 до 20
|
| |
1. | ІВ204049 Limarchenko O. Nat. Techn. Univ. of Ukraine "KRI", Intern. Math. Center Nat. Acad. of Sciences of Ukraine. Rotational motion of structures with tanks partially filled by liquid [Текст] : Russian Transl.
|
2. | ІВ206225 Nat. Akad. of Sciences of Ukraine, Inst. of Mat. Intern. Math. Center. International Workshop on Free Boundary Flows and Related Problems of Analysis [Текст] : Abstr., Ukraine, Kiev, 25 - 30 Sept. 2005
|
3. | Ж72935 Limarchenko O. Bifurcation dynamics of pipeline with liquid [Текст]: Вип. 16 // Фіз.-мат. моделювання та інформ. технології.-С.86-92
|
4. | Ж72935 Limarchenko O. Forced oscillations of liquid in a reservoir of paraboloidal shape [] // Фізико-математичне моделювання та інформаційні технології, 2013,N Вип. 18.-С.106-112
|
5. | Ж22412/а Cattani C. Liquid sloshing excited by pressure on the free surface of liquid [] // Доповіді Національної академії наук України, 2002,N № 10.-С.31-36
|
6. | Ж72935 Limarchenko O. Effect of spring fixation on dynamics of reservoir with liquid [] // Фізико-математичне моделювання та інформаційні технології, 2013,N Вип. 17.-С.104-111
|
7. | Ж72935 Limarchenko O. Peculiarities of motion of the system reservoir - liquid on pendulum suspension under external harmonic force [] // Фізико-математичне моделювання та інформаційні технології, 2014,N Вип. 20.-С.140-146
|
8. | Ж43974 Limarchenko O. S. Generalizations of the Faraday problem in mechanical system "reservoir - liquid with a free surface" [] // Mathematical modeling and computing, 2014. т.Т. 1,N № 1.-С.45-60
|
9. | Ж43974 Limarchenko O. S. Structure of geometrical nonlinearities in problems of liquid sloshing in tanks of non-cylindrical shape [] // Mathematical modeling and computing, 2014. т.Т. 1,N № 2.-С.195-213
|
10. | Ж72935 Limarchenko O. Parametric oscillations of liquid with a free surface in reservoir of conic shape [] // Фізико-математичне моделювання та інформаційні технології, 2015,N Вип. 21.-С.134-138
|
11. | Ж29208 Limarchenko O. S. Applied problems of dynamics of pipelines, conveying liquid [] // Опір матеріалів і теорія споруд, 2015,N Вип. 94.-С.96-106
|
12. | Ж43974 Konstantinov O. V. Effect of combine motion on variation of resonance properties in liquid sloshing problems [] // Mathematical modeling and computing, 2015. т.Т. 2,N № 1.-С.48-57
|
13. | Ж43974 Kovalets S. Determination of normal frequencies and modes of liquid sloshing in reservoir with variable bottom [] // Mathematical modeling and computing, 2017. т.Т. 4,N № 1.-С.43-47
|
14. | Ж43974 Limarchenko O. Dynamical behavior of liquid in reservoir of revolution under harmonic force disturbance in the below resonant frequency range [] // Mathematical modeling and computing, 2017. т.Т. 4,N № 2.-С.156-161
|
15. | Ж43974 Limarchenko O. Effect of the Coriolis forces on dynamics of the system reservoir - liquid under uniform outflowing [] // Mathematical modeling and computing, 2018. т.Т. 5,N № 1.-С.34-40
|
16. | Ж43974 Limarchenko O. Peculiarities of dynamics of the reservoir with a free-surface liquid on pendulum suspension with the moving suspension point [] // Mathematical modeling and computing, 2018. т.Т. 5,N № 1.-С.41-47
|
17. | Ж43974 Limarchenko O. Resonant modes of the motion of a cylindrical reservoir on a movable pendulum suspension with a free-surface liquid [] // Mathematical modeling and computing, 2018. т.Т. 5,N № 2.-С.178-183
|
18. | Ж43974 Limarchenko O. Dynamical behavior of liquid in reservoir of revolution under harmonic force disturbance in the below resonant frequency range [] // Mathematical modeling and computing, 2017. т.Т. 4,N № 2.-С.156-161
|
19. | Ж43974 Limarchenko O. Effect of the Coriolis forces on dynamics of the system reservoir - liquid under uniform outflowing [] // Mathematical modeling and computing, 2018. т.Т. 5,N № 1.-С.34-40
|
20. | Ж43974 Limarchenko O. Peculiarities of dynamics of the reservoir with a free-surface liquid on pendulum suspension with the moving suspension point [] // Mathematical modeling and computing, 2018. т.Т. 5,N № 1.-С.41-47
|
| |