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Сообщения, помеченные ‘Kashuba V.B.’

19
Jan

Eliseev S.V., Eliseev A.V., Kashuba V.B. Features of gap estimation in model problem of flipping particle with unilateral constraints

Features of gap estimation in model problem of flipping particle with unilateral constraints

Eliseev S.V., Eliseev A.V., Kashuba V.B.

The article presents the research results of mechanical systems with unilateral constraints. The model problem of flipping a particle on a horizontal surface with unilateral constraints under gravitation is considered. The re-search deals with the time and height of the particle reaching the surface in accordance with the surface frequency and vibration amplitude. The estimation of the gap between the material particle and the vibration surface is obtained. The paper presents analytical ratios of frequency and the surface vibration amplitude that provide a predetermined height or the reaching time of the material particle. A number of maximum flipping characteristics are given. The paper discusses restrictions on the mathematical model parameters, based on the surface physical characteristics and the ways to modify the original mathematical model. The methodological framework can be used in the research of continuous flipping mode, taking into consideration some additional constant force.

Keywords: unilateral constraints, the interaction of a particle with the vibrating surface, one-touch flipping mode, multiple flipping mode, the gap between particle and surface, flipping height, flipping time, the particle take-off.

References

  1. Loytsyanskiy L.G. The course of theoretical mechanics: in 2 vol. Vol. 2. Dynamics / Loytsyanskiy L.G., Lurie A.I. – Moscow: Nauka, 1968. – 638 p.
  2. Lurie A.I. Analytical Mechanics. – Moscow: Nauka, 1986. – 516 p.
  3. Artobolevskiy I.I. Theory of mechanisms and machines. – Moscow: Nauka, 1978. – 640 p.
  4. Blechman I.I., Dzhanalidze G.Y. Vibratory movement. – Moscow: Nauka, 1968. – 316 p.
  5. Selvinskiy V.V. The dynamics of the contact interaction of solids. – Blagoveshchensk: Publishing House of the Amur State University. 2009. – 164 p.
  6. Eliseev S.V., Markov K.K. Some aspects of the dynamics of the oscillatory process with unilateral constraints // Mechanics and Control. – Irkutsk: IPI, 1971. – P. 71-83.
  7. Eliseev S.V.,  Lotkin O.I.  The conditions of existence and loss of contact for systems with unilateral constraints // Proceedings of the OMIITa. Vol. 69. – Omsk OMIIT, 1966. – P. 93-99.
  8. Gorbikov S.P., Neumark Y.I. The main modes of motion in vibro-tossing // Math. Academy of Sciences of the USSR, Mechanics of Solids, № 4, 1981. – P. 39-50.
  9. Eliseev S.V., Eliseev A.V. Modes flip of a particle on a vibrating surface in the model problem with unilateral constraints // Modern technology. System analysis. Modeling. 2012, № 3 (35). – P. 64-75.
  10.  Serebrenitskiy P.P. General Technical Reference. – St. Petersburg: Polytechnic. 2004. – 445 p.

«Engineering industry and life safety» №1 (15), 2013. Pages: 50-56

Download full text:Eliseev S.V., Eliseev A.V., Kashuba V.B. Features of gap estimation in model problem of flipping particle with unilateral constraints

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Eliseev Sergey Viktorovich – Professor, Irkutsk State University of Railway Transport, Irkutsk, Russia. E-mail: eliseev_s@inbox.ru

Eliseev Andrey Vladimirovich – Graduate student, Irkutsk State University of Railway Engineering, Irkutsk, Russia. E-mail: andrey.marketer@gmail.com

Kashuba Vladimir Bogdanovich – Ph.D., Bratsk State University, Bratsk, Russia. E-mail: plemja@rambler.ru

21
Jan

Eliseev S.V., Kashuba V.B., Bolshakov R.S. Possible influence of external factors on the reduced stiffness of the system

Possible influence of external factors on the reduced stiffness of the system

Eliseev S.V., Kashuba V.B., Bolshakov R.S.

Approach of change of dynamical condition of vibroprotection systems through introduction of additional connection force influence are considered. Such approach accordances to form of automatical control by force of influence. Key moment in formation of offering method is presence two (at least) external influences in relation which are supposed installation possibility of function tie. Usually form of tie are considered in the form constant coefficient between amplitude meaning of external influences. Sign of coefficient is taken into account. Change coerced rigidities possibilities are shown that is change her parameters at different coefficients of tie. Influence processes on state ties of systems related to change frequencies own oscillations possibilities, dynamical absorbtion regimes and other.

Keywords: vibroprotection system, control to the influence, dynamical absorbtion of oscillations.

References

  1. Eliseev S.V., Nerubenko G.P. Dynamic damper. – Novosibirsk: Nauka, 1982. – 182 p.
  2. Eliseev S.V., Kashuba V.B., Ermoshenko Y.V. Communication linkages in the dynamics of the transport suspension // Systems. Methods. Technology, 2011. № 9. – P. 24-31.
  3. Eliseev S.V., Trofimov  A.N., Bolshakov R.S., Savchenko A.A. The concept of feedback in the dynamics of mechanical systems and the dynamic vibration damping // techomag.edu.ru: Education & Science: e-science and technology edition, 2012, №5. URL. http://technomag.edu.ru /doc/378353.html.
  4. Kashuba V.B., Belokobylsky S.V. Generalized theory of dynamic damper technology machines // Processing of the V International Conference “Problems of modern machines.” – Ulan-Ude. 2012, Vol. 2 – P. 204-214.
  5. Eliseev S.V., Lonzih P.A. Effect of controlling force in the structure of external disturbances // Bulletin of the Irkutsk State Technical University – Irkutsk, 2011, №. 4 (51). – P. 26-33.
  6. Eliseev S.V., Resnick Y.N., Khomenko A.P. Mechatronic approach in the dynamics of mechanical vibrating systems. – Novosibirsk: Nauka. 2010. – 430 p.

«Engineering industry and life safety» №3 (13), 2012. Pages: 46-52

Download full text:Eliseev S.V., Kashuba V.B., Bolshakov R.S. Possible influence of external factors on the reduced stiffness of the system

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Eliseev Sergey Viktorovich – Professor, Irkutsk State University of Railway Transport, Irkutsk, Russia. E-mail: eliseev_s@inbox.ru

Kashuba Vladimir Bogdanovich – Ph.D., Director of Technopark Bratsk State University, Irkutsk, Russia. E-mail: plemja@rambler.ru

Bolshakov Roman Sergeevich – graduate student, Irkutsk State University of Railway Engineering, Irkutsk, Russia. E-mail: bolshakov_rs@mail.ru