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. The Database of Close Binary Systems . Home . Search . Add/edit object . Description . Statistics . Team . Docs for editors . Help Cannot connect to the database server
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ON NONLINEAR DYNAMICS OF THE PENDULUM WITH PERIODICALLY VARYING LENGTH Anton BELYAKOV, Alexander SEYRANIAN a_belyakov@inbox.ru, seyran@imec.msu.ru Institute of Mechanics, Moscow State Lomonosov University, Michurinsky pr. ... Keywords: Pendulum of variable length, Stability of regular rotation, Tumbling chaos, Averaging method, Stability of limit cycle, Quasi-linear oscillatory system, Basin of attraction. ... Fig. ... Thus, the first instability domain takes the form (11) Fig. ... first three terms. ...
News from the UNESCO Chair on Global Problems Journal 1/2016 Moscow Russian Federation Lomonosov Moscow State University Faculty of Global Processes Dear colleagues, UNESCO Chairholders and members, international scientists, friends! ... When inaugurating the Chair, the Rector of the University Acad. ... The visit of the UNESCO Director General to the Moscow University represents an important milestone for the development of the multifaceted cooperation between UNESCO and the Russian Federation. ...
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Ссылки http://unesco.fgp.msu.ru/wp-content/uploads/2016/02/Journal-1.2016.pdf -- 712.2 Кб -- 29.02.2016 Похожие документы
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Ссылки http://ccoe.msu.ru/sites/default/files/RU_Apps_Catalog_Sep13_LR.pdf -- 131.1 Кб -- 10.12.2013 Похожие документы
... III .. и . ... I, .173н190). .. и II , lim x x dx log x (x ) (x ) 1 lim , x li(x ) li(x ) li(x ) = 2 . ... 4n + 1 4n + 3. , (1837 .) p , p l (mod k ) (k , l ) = 1. x + (x ; 4, 1) (x ; k , l ) x , 2 log x (x ; 4, 3) x , 2 log x p l (mod k ), p x . ... c 0+ lim (-1)( p >2 p +1)/2 -pc e = +. 1918 . ... d 1 J = J (P ; k , n) DP = 0, 5n(n + 1)(1 - 1/n) , 2k -0.5n(n+1)+ ( ) , n(n+1) D = D ( ) = (n )6n (2n)4 . ... 1981 .). = max (|n |, . ... x I (x ) = n x d |n (n) (n + k ) 6 2 -1 (k )x ln2 x , .. ...
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Ссылки http://mkma.math.msu.su/Sites/mkma/Uploads/TrigSumSteklov11.docs1.pdf -- 553.2 Кб -- 12.12.2011 Похожие документы