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Сообщения, помеченные ‘Bolshakov R.S.’

3
Mar

Eliseev S.V., Trofimov A.N., Bolshakov R.S. Machine vibrations and dynamics: design schemes, structures and mathematical models. Part II

Machine vibrations and dynamics: design schemes, structures and mathematical models. Part II

Eliseev S.V., Trofimov A.N., Bolshakov R.S.

The paper considers the issues concerning the methodological basis for the tasks of designing mathematical models of dynamical processes in machines, equipment and apparatus interacting with the active external environment. Part I of the paper presents the generalization results of the current situation, as well as a number of statements about the future course of development in the context of vibration protection for technical facilities. The other part of the paper aims at figuring out a number of new definitions which arise in generalizing the methods of mathematical modeling for mechanical vibratory systems. A mathematical model can be represented by a structural analog of differential linear equations when considering dynamics tasks of technical facilities related to developing the ways   and means of vibration protection. Therefore, a mechanical vibratory system can be considered as an equivalent automation control system.
Keywords: mechanical vibratory systems, the ways and means of vibration protection, elemental links, structural schemes.

References

  1. Kolovskiy М.Z. Avtomaticheskoe upravlenie vibrozashhitnymi sistemami [Automation control of vibroprotection sytems]. – Мoscow, Science, 1976. – 320 p.
  2. Eliseev S.V., Reznik Y.N., Khomenko А.P. Mehatronnye podhody v dinamike mehanicheskih kolebatel’nyh sistem [Mechatronics approaches in dynamics of mechanical oscillation systems]. – Novosibirsk, Science, 2011. – 394 p
  3. ChuprakovY.I. Gidravlicheskie sistemy zashhity cheloveka-operatora ot obshhej vibracii [Hydraulic system of protection of the human operator of the total vibration]. – Мoscow, Mashinostroenie, 1987. – 224 p.
  4. Genkin M.D., ElezovV.G., JablonskiyV.V. Metody upravljaemoj vibrozashhity mashin [Methods of control vibroprotection of machines]. – Мoscow, Science, 1985. – 240 p.
  5. ChernouskoF.L. Upravlenie kolebanijami [Control of oscillations] / F.L. Chernousko, L.D. Akulenko, B.N. Sokolov. – Мoscow, Science, 1980. – 383 p.
  6. Eliseev S.V. Dinamika mehanicheskih sistem s dopolnitel’nymi svjazjami [Dynamics of mechanical systems with additional ties] / S.V. Eliseev, L.N. Volkov, V.P. Kukharenko. – Novosibirsk, Science, 1990. – 386 p.
  7. Mehanizmy v uprugih kolebatel’nyh sistemah: osobennosti ucheta dinamicheskih svojstv, zadachi vibracionnoj zashhity mashin, priborov i oborudovanija [Mechanisms in elastic oscillation systems: features of accounting of deynamical properties, tasks of vibraion protection of machines, devices and apparatus] / Khomenko А.P., Eliseev S.V., Artyunin А.I., Parshuta Е.А., Kaimov Е.V.; Irkutsk state Transport university – Irkutsk, 2013. – 187 p. – Bibliog.: 20 names. – Rus. – Dep. in VINITI 15.08.13 № 243 – V 2013.
  8. VeicV.L., Kachura А.Е., Martinenko А.М. Dinamicheskie raschety privodov mashin [Dynamical calculation of gears of machines]. – Leningrad, Mashinostroenie, 1971. – 352 p.
  9. Eliseev S.V., Drach М.А. Dopolnitel’nye svjazi v krutil’nyh kolebatel’nyh sistemah [Additional ties in torsional oscillation systems] // Vestnik Irkutskogo regional’nogo otdelenija AN Vysshej shkoly RF [Bulletin of Irkutsk regional department AS Higher school RF], 2006, №2. – P. 71-82.

«Engineering industry and life safety» №3 (21), 2014. Pages: 59-68

Download full text:Eliseev S.V., Trofimov A.N., Bolshakov R.S. Machine vibrations and dynamics: design schemes, structures and mathematical models. Part II

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

Trofimov Andrey Narjevich – PhD, Irkutsk State University of Railway Transport, Irkutsk, Russia. E-mail: trofimov_an@irgups.ru

Bolshakov Roman Sergeevich – Junior Researcher, Irkutsk State University of Railway Transport, Irkutsk, Russia. E-mail: bolshakov_rs@mail.ru

20
Jul

Eliseev S.V., Trofimov A.N., Bolshakov R.S. Machine vibrations and dynamics: design schemes, structures and mathematical models. Part I

Machine vibrations and dynamics: design schemes, structures and mathematical models. Part I

Eliseev S.V., Trofimov A.N., Bolshakov R.S.

Some of the methodological conditions of mathematical models in tasks of machines dynamics are discussed. Is shown that at all complexity of technical objects their formalized models in engineering practice often are considered abreast of systems with relatively of small number of degrees of freedom. Review of the methods in the estimation of properties of mechanical oscillation systems which are widely used as a design schemes of different technical objects, allows more clearly to determine the generalized representations about dynamical processes which are implemented in system with feedback ties. Technology of system consideration of tasks of constructions of mathematical models in form structure schemes equivalent in dynamical relation of automation control systems are offered. Directions of development of methods and means to ensuring the vibration protection objects are identified that associated with the expansion of the basic concepts of automation control theory. In first part is shown that design schemes of objects of transport dynamics at complication of technical objects begin to represent more advanced forms of dynamical interactions which creature new ties. Such ties is implemented as special constructional elements in form levers of different types, intermediate devices and large fragment of system.

Keywords: structure models of vibration protection systems, the extension of a typical elements set, structure transfor-mations, movement transformation devices, lever connections and mechanisms.

References

  1. Makhutov N.А. Sovremennye tendencii razvitija nauchnyh issledovanij po problemam mashinovedenija i mashinostroenija [Modern tendencies of devolop of scientifical research on engineering and mechanical engineering] / N.А. Makhutov, V.P. Petrov, V.I. Kuksova, G.V. Moslvitin // Problems engineering and automatization, 2008, №3. – p. 3-19.
  2. Dinamicheskie vzaimodejstvija jele-mentov mashin: raschetnye shemy i matematicheskie modeli vibracionnyh sostojanij [Dynamical interactions of machines elements: design schemes and mathematical models of vibration conditions] / Eliseev S.V., Artyunin А.I., Logunov А.S., Nasnikov D.N., Bolshakov R.S., Kaimov Е.V., Mironov А.S., Parshuta Е.A.; Irkutsk state Transport university – Irkutsk, 2013. – 319 p. – Bibliog.: 178 names. – Rus. – Dep. in VINITI 08.11.13 № 313 – V 2013.
  3. Eliseev S.V., Reznik Y.N., Khomenko А.P. Mehatronnye podhody v dinamike mehanicheskih kolebatel’nyh sistem [Mechatronics approaches in dynamics of mechanical oscillation systems]. – Novosibirsk: Science, 2011. – 394 p.
  4. Belokobilskii S.V., Eliseev S.V., Kashuba V.B. Prikladnye zadachi strukturnoj teorii vibrozashhitnyh sistem [Applied tasks of structural theory of vibroprotection sytems].– SPb: Politechnika, 2013. – 374 p.
  5. Eliseev S.V. Koncepcija obratnoj svjazi v dinamike mehanicheskih sistem i dinamicheskoe gashenie kolebanij [Concept of feedback tie in dynamics of mechanical oscillation systems and dynamical absorbtion of oscillations] [Internet resource] / S.V. Eliseev, А.N. Trofimov, R.S. Bolshakov, А.А. Sаvchеnко // technomag.edu.ru: Science and education: internet science technical edition. #5. 2012. URL. http:// technomag.edu.ru/doc/378353. html (data of treatment: 10.05.2012).
  6. Belokobilskii S.V., Eliseev S.V., Sitov I.S. Dinamika mehanicheskih sistem. Rychazhnye i inercionno-uprugie svjazi [Dynamics of mechanical systems. Lever and inertial elastical ties]. – SPb: Politechnika, 2013. – 324 p.
  7. Dinamika mehanicheskih kolebatel’nyh sistem: strukturnye analogii, mehanicheskie cepi [Dynamics of mechanical oscillation systems: structural analogies, mechanical chains] / Eliseev S.V., Moskovskikh А.О., Kaimov Е.V.; Irkutsk state Transport university.– Irkutsk, 2013. – 116 p. – Bibliog.: 101 names – Rus.– Dep. in VINITI 23.12.2013 № 378 V-2013.
  8. Emelianov S.V., Korovin S.K. Novye tipy obratnoj svjazi: upravlenie pri neopredelennosti [New types of feedback tie: control at uncertainty]. – Мoscow: Science. Phismathlit, 1997. – 352 p.
  9. Eliseev S.V. Vozmozhnosti integracii metodov teorii cepej i teorii avtomaticheskogo upravle-nija v zadachah dinamiki mashin [Possibilities of integration of methods of theory of chains and automation control theory in tasks of machines dynamics] / S.V. Eliseev, А.О. Moskovskikh, R.S. Bolshakov, А.А. Sаvchеnко // technomag.edu.ru: Science and education: internet science technical edition. #6. 2012. URL. http:// technomag.edu.ru/doc/378699. html.
  10. Kiryukhin А.V. Aktivnaja vibrozashhita – naznachenie, principy, sostojanie. Aktivnaja vibrozashhita i shumoizoljacija truboprovodov i jeksperimental’nye issledovanija [Active vibroprotection – function, principles, condition. Active vibroprotection and noise insulation of pipeline and experimental research] / А.V. Kiryukhin, V.А. Tikhonov, А.G. Chistiakov, V.V. Iablonskii // Problems engineering and automatization, 2012,№4. – p. 102-110.
  11. Khomenko А.P., Eliseev S.V., Ermoshenko Y.V. Sistemnyj analiz i matematic-heskoe modelirovanie v mehatronike vibroza-shhitnyh sistem [System analysis and mathema-tical modeling in mechatronics of vibroprotection systems]. – Irkutsk: IrSTU, 2012. – 288 p.
  12. Khokhlov А.А. Dinamika slozhnyh mehanicheskih sistem [Dynamics of complicated mechanical systems]. – Мoscow: MIIT, 2002. –172 p.
  13. Khomenko А.P. Dinamika i upravlenie v zadachah vibrozashhity i vibroizoljacii podvizhnyh ob#ektov [Dynamics and control in tasks of vibroprotection and vibroisolation of mobile objects]. – Irkutsk: ISU, 2000. – 293 p.
  14. Sovremennye problemy dinamiki mashin. Zashhita ot vibracij i udarov [Modern problems of machines dynamics. Protection from vibrations and shocks] / Eliseev S.V., Khomenko А.P., Barsukov S.V. Irkutsk state Transport university – Irkutsk, 2011. – 460 p. – Bibliog.: 23 names. – Rus. – Dep. in VINITI 21.03.11 № 135 – V 2011.
  15. Varguninin V.N. Konstruirovanie i raschet rychazhno-sharnirnyh sredstv i agregatov [Construction and calculation of lever-articulated vehicles and aggregates] / V.N. Varguninin, V.N. Gusarov, B.G. Ivanov, А.S. Levchenko [and others]; edited О.P. Mulyukin. – Samara: SamGUps, 2006. – 86 p.
  16. Ivanov B.G. Razrabotka metodov rascheta dinamiki i prochnosti agregatov transportnoj tehniki s rychazhno-sharnirnymi svjazjami [Develop of methods of accounting of dynamics and strength of aggregatesР of transport technics with lever-articulated ties]: avtoref. diss. doct. tech. sc. – Samara, 2007. – 48 p.
  17. Lavrus V.V. Sovershenstvovanie pnevmaticheskih rychazhno-sharnirnyh sistem zheleznodorozh-nogo transporta [Improvement of pneumatic lever-articulated systems of railway transport]: avtoref. diss. doct. tech. sc. / V.V. Lavrus. – Orel, 2006. – 20 p.
  18. Eliseev S.V., Kashuba V.B., Ermoshenko Y.V. Rychazhnye svjazi v zadachah dinamiki transportnoj podveski [Lever ties in tasks of dynamics of transport of suspension]// Systems. Methods. Technologies, 2011,№9. – p. 24-31.
  19. Rychazhnye svjazi v zadachah dinamiki mehanicheskih kolebatel’nyh sistem. Teoreticheskie aspekty [Lever ties in tasks of dynamics of mechanical oscilation systems. Theoretical aspects] / Eliseev S.V., Belokobilskii S.V., Upir R.Y., Gozbenko V.Е. Irkutsk state Transport university – Irkutsk, 2011. – 158 p. – Bibliog.: 15 names. – Rus. – Dep. in VINITI 27.11.09 № 737 – V 2009.
  20. Eliseev S.V., Upir R.Y., Logunov А.S. Rychazhnye svjazi v dvumernyh mehanicheskih sistemah [Lever ties in two-dimensional mechanical systems] / Dg. of science of proceedings. Serie mechanical engineering, constructing. – Poltava, 2009. – p. 90-98.
  21. Mehanizmy v uprugih kolebatel’nyh sistemah: osobennosti ucheta dinamicheskih svojstv, zadachi vibracionnoj zashhity mashin, priborov i oborudovanija [Mechanisms in elastic oscillation systems: features of accounting of deynamical properties, tasks of vibraion protection of machines, devices and apparatus] / Khomenko А.P., Eliseev S.V., Artyunin А.I., Parshuta Е.А., Kaimov Е.V.; Irkutsk state Transport university – Irkutsk, 2013. – 187 p. – Bibliog.: 20 names. – Rus. – Dep. in VINITI 15.08.13 № 243 – V 2013.

«Engineering industry and life safety» №2 (20), 2014. Pages: 48-60

Download full text:Eliseev S.V., Trofimov A.N., Bolshakov R.S. Machine vibrations and dynamics: design schemes, structures and mathematical models. Part I

View russian version

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

Trofimov Andrey Narjevich – PhD, Irkutsk State University of Railway Transport. E-mail: trofimov_an@irgups.ru

Bolshakov Roman Sergeevich – Junior Researcher, Irkutsk State University of Railway Transport. E-mail: bolshakov_rs@mail.ru

5
Jul

Ermoshenko Y.V., Bolshakov R.S., Kaimov E.V. Dynamic response in the vibration-protection system assessment

Dynamic response in the vibration-protection system assessment

Ermoshenko Y.V., Bolshakov R.S., Kaimov E.V.

The paper considers dynamic response identification method in mechanical vibration systems. Dynamic reactions between inertial-mass and connecting elements (springs and dampers) as well as reactions in contacts with bearing surfaces are determined on the basis of obtaining reduced rigidities. These parameters are determined during the transformation of structural models of initial design schemes. The approach under discussion is based on structural concept of mechanical vibration systems. They are transformed into corresponding structural schemes of automatic control systems. When you select an object for the constraint force calculation as the second-order integrator which corresponds to the object to protect in vibration-proof systems, for example, the feedback physically corresponds to the dynamic response. The examples are given. The technique for performing required changes and obtaining analytical relations for dynamic connection response determination is developed.

Keywords: method of definition of dynamic reactions at vibration influences, vibroprotection systems, transfer functions.

References

  1. Vibration technology : a guide in 6 vols. Vol. 6. Protection against vibration and shock / ed. K.V. Frolov. – Moscow: Mashinostroenie, 1981. – 456 p.
  2. Eliseev S.V., Khomenko A.P. The problem of vibration isolation and vibration technical objects in the works Irkutsk Mechanics School // Modern technologies. System analysis. Modelling, 2005, № 5. – P. 6-26 .
  3. Harris C.M., Piersol A.G. Shock and vibration Handbook. Fifth Edition. McGraw – Hill. New York, 2002. ISBN 0-07-137081-1.
  4. Eliseev S.V., Dimov A.V. Formalization describing relationships in complex systems, vibration isolation with additional elements // Modern technologies. System analysis. Modelling, 2004, № 3. – P. 10.
  5. Khomenko A.P., Eliseev S.V., Ermoshenko Y.V. Methodological basis for solving the problems of dynamics. Mechatronic approaches (Part I) // Modern technologies. System analysis. Modelling, 2012, № 4. – P. 1-20.
  6. Eliseev S.V., Dimov A.V. Some features of the structural representations of two-mass vibrating systems // Modern technologies. System analysis. Modelling, 2006, № 6. – P. 46-54.
  7. Belokobylskiy S.V., Eliseev S.V., Sitov I.S. Interaction through links mass-inertion element in the theory of mechanical chains // Systems. Methods. Technology, 2012, № 2. – P. 7-15.
  8. Eliseev S.V., Moscowskiy A.O., Bolshakov R.S., Savchenko A.A. Integration capabilities methods of circuit theory and the theory of automatic control in the dynamics of machines // techomag.edu.ru: Science and education: e- Science technical publication, 2012, № 6. URL. http://technomag.edu.ru/doc/378699.html.

«Engineering industry and life safety» №4 (18), 2013. Pages: 50-62

Download full text:Ermoshenko Y.V., Bolshakov R.S., Kaimov E.V. Dynamic response in the vibration-protection system assessment

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Ermoshenko Yulia Vladimirovna – Ph.D., Irkutsk State University of Railway Transport, Irkutsk, Russia. E-mail: ermosh_emf@irgups.ru
Bolshakov Roman Sergeevich – Graduate student, Irkutsk State University of Railway Transport, Irkutsk, Russia. E-mail: bolshakov_rs@mail.ru
Kaimov Evgeniy Vitaljevich – Graduate student, Irkutsk State University of Railway Transport, Irkutsk, Russia. E-mail: eugen-kaimov@yandex.ru

28
Jan

Eliseev S.V., Artyunin A.I., Bolshakov R.S. Some questions of dynamics of interactions in mechanical systems with lever ties

Some questions of dynamics of interactions in mechanical systems with lever ties

Eliseev S.V., Artyunin A.I., Bolshakov R.S.

New approaches in formation of mathematical models of mechanical oscillation systems are considered. Is shown that general mathematical model in form of structural scheme of the equivalent in dynamical ratio of automatically control system. Models transformation permits to open for analysis dynamical interactions features between partial systems and type elemental part. Transformation structural schemes algorithms are offered which allow to secure calculation of lever ties which has rotation center in plane motion. And is shown that protection object is separated in oscillation system, remaining part of system can be curtailed in some structural “compact” which has features of generalized spring or dynamical elasticity.

Keywords: lever ties in dynamical systems, structural interpretations of mechanical systems, generalized tasks of vibroprotection and vibroisolation.

References

  1. Eliseev S.V., Khomenko A.P., Upir R.Y.  Lever communication problems vibratory effects on machinery and equipment // Modern technologies. Systems analysis. Modeling. – Irkutsk: IrGUPS, 2009, № 3 (23). – P. 104-119.
  2. Eliseev S.V., Khomenko A.P., Upir R.Y. Mechatronics vibroprotection systems with lever connections // Modern technologies. Systems analysis. Modelling, 2009, № 3 (23). – P. 104-119.
  3. Eliseev S.V., Belokobylsky S.V., Upir R.Y., Gozbenko V.E. Communication linkages in the dynamics of the mechanical vibration systems. Theoretical Aspects // Dep. in VINITI 27.11.09 № 737 in 2009 – Irkutsk: IrkutskStateUniversity of ways communication, 2009. – 159 p.
  4. Druzhinsky I.A. Mechanical chain – M: Mashinostroenie, 1977. – 234 p.
  5. Eliseev S.V., Resnick Y.N., Khomenko A.P, Zasyadko A.A. Dynamic synthesis of generalized problems in vibration protection and vibration control engineering objects – Irkutsk: Publishing House IrGUPS, 2008. – 523 p.
  6. Eliseev S.V., Resnick Y.N., Khomenko A.P. Mechatronic approach in the dynamics of mechanical vibrating systems. – Novosibirsk: Nauka, 2010. – 394 p.
  7. Eliseev S.V., Ermoshenko Y.V., Bolshakov R.S. Coordinate communication between the theory of vibration protection // techomag.edu.ru: Education & Science: e-science and technology edition, 2011, № 4. http://technomag.edu.ru/doc/177357.html.

«Engineering industry and life safety» №4 (14), 2012. Pages: 36-45

Download full text:Eliseev S.V., Artyunin A.I., Bolshakov R.S. Some questions of dynamics of interactions in mechanical systems with lever ties

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

Artyunin Anatoliy Ivanovich – Professor, Irkutsk State University of Railway Engineering, Irkutsk, Russia. E-mail: artyunin_ai@irgups.ru

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